---
title: "Humanoid Robotics: Before Markets Emerge, Engineering Changes | FutureScaleX Insights"
description: Humanoid robotics is reshaping engineering priorities before its market exists. Why advanced materials architectures will diverge by deployment environment.
image: https://futurescalex.com/hubfs/Fy26/humanoid-robotics-og.jpg
---

[![FutureScaleX](data:image/svg+xml;base64,<svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 826.7707 106.2197"><path id="logoMark" d="M826.4619,2.4965c-4.0898-2.4666-9.8819-2.2701-14.4124.4867-2.3268,1.417-4.6273,3.4125-6.8378,5.9319-2.1275,2.4245-4.2608,5.3885-6.3394,8.8089-.6684,1.0999-1.7566,2.9362-2.8995,4.9001l-11.7587-20.5066-.4065-.7104h-15.6359l20.1098,35.0709-.3181.7987-4.6654,8.6164-.0557.0919c-2.5115,4.1582-5.6377,9.3327-10.3999,10.6823-1.2675.4642-2.5643.7222-3.9627.7896-2.2594.1007-4.6986-.3626-7.2551-1.3945l-.8766-.3538v16.6259l.3088.1857c1.9115,1.1532,4.1953,1.7239,6.5476,1.7239,2.6806,0,5.4521-.7417,7.8649-2.2105,2.3268-1.417,4.6273-3.4125,6.8378-5.9319,2.1275-2.4245,4.2608-5.3885,6.3394-8.8089,1.2638-2.0799,4.0265-6.788,5.8239-10.0209l15.1024,26.3381h15.6359l-23.1835-40.4311,2.1956-4.0552.0557-.0919c2.5115-4.1582,5.6377-9.3327,10.3999-10.6813,1.2675-.4652,2.5633-.7232,3.9627-.7896,2.2477-.1046,4.6957.3626,7.2551,1.3936l.8766.3538V2.6822l-.3088-.1857Z" style="fill: navy; stroke-width: 0px;"/><polygon id="fullLogo" points="0 104.7568 16.27 104.7568 16.27 60.4404 63.6587 60.4404 63.6587 45.6328 16.27 45.6328 16.27 16.5615 66.8765 16.5615 66.8765 1.4629 0 1.4629 0 104.7568" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-2" data-name="fullLogo" d="M125.9883,73.7324c0,3.2168-.8154,6.2393-2.4233,8.9844-1.6099,2.7441-3.8423,4.9521-6.6357,6.5625-2.7905,1.6094-5.8877,2.4258-9.2056,2.4258-4.9199,0-9.0913-1.7256-12.3975-5.1279-3.311-3.4033-4.9897-7.7246-4.9897-12.8447V30.2754h-15.3931v44.627c0,6.0928,1.2729,11.5781,3.7832,16.3027,2.5166,4.7373,6.0688,8.4639,10.5581,11.0771,4.4888,2.6133,9.6592,3.9375,15.3672,3.9375,4.8213,0,9.2173-.9248,13.0664-2.75,3.7598-1.7822,6.7163-3.9072,8.7915-6.3184h.1431l1.4629,7.6055h13.2656V30.2754h-15.3931v43.457Z" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-3" data-name="fullLogo" d="M176.7153,8.9219h-15.3926v21.3535h-11.7007v14.5146h11.7007v44.5918c0,4.6914,1.4497,8.4678,4.3081,11.2246,2.8516,2.7539,6.8701,4.1504,11.9443,4.1504h15.9604v-14.2217h-12.7427c-2.7817,0-4.0776-1.2959-4.0776-4.0781v-41.667h16.8203v-14.5146h-16.8203V8.9219Z" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-4" data-name="fullLogo" d="M254.4907,73.7324c0,3.2168-.8159,6.2393-2.4243,8.9844-1.6099,2.7441-3.8423,4.9531-6.6353,6.5625-2.7905,1.6094-5.8877,2.4258-9.2056,2.4258-4.9199,0-9.0913-1.7256-12.3975-5.1279-3.311-3.4033-4.9897-7.7246-4.9897-12.8447V30.2754h-15.3931v44.627c0,6.0928,1.2729,11.5781,3.7832,16.3027,2.5166,4.7373,6.0688,8.4639,10.5581,11.0771,4.4888,2.6133,9.6592,3.9375,15.3672,3.9375,4.8208,0,9.2173-.9248,13.0669-2.75,3.7593-1.7822,6.7158-3.9072,8.791-6.3184h.1436l1.4619,7.6055h13.2661V30.2754h-15.3926v43.457Z" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-5" data-name="fullLogo" d="M302.8569,32.0889c-2.0859,1.1631-3.8887,2.8652-5.3613,5.0615h-.1162l-1.4629-6.875h-13.2578v74.4814h15.3926v-45.2119c0-4.7266,1.2837-8.4072,3.8154-10.9385,2.5317-2.5322,6.2124-3.8164,10.939-3.8164h12.0112v-14.5146h-13.3276c-3.5723,0-6.4766.6094-8.6323,1.8135Z" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-6" data-name="fullLogo" d="M382.2017,33.5557c-5.3628-3.1475-11.4194-4.7422-18.0015-4.7422-6.874,0-13.2017,1.6689-18.8066,4.9619-5.6064,3.2969-10.0679,7.9316-13.2588,13.7773-3.1919,5.8408-4.8101,12.5332-4.8101,19.8906,0,7.4551,1.6182,14.1973,4.8096,20.0371,3.1919,5.8467,7.6528,10.4824,13.2593,13.7764,5.6011,3.293,11.9282,4.9629,18.8066,4.9629,8.4463,0,15.6245-2.1709,21.3354-6.4531,5.7017-4.2783,9.7412-9.7881,12.0054-16.3789l.208-.6045h-15.979l-.1289.2412c-1.5142,2.8379-3.8193,5.1895-6.8506,6.9893-3.0337,1.8008-6.5972,2.7148-10.5903,2.7148-5.6089,0-10.4751-1.8545-14.4639-5.5117-3.8774-3.5527-6.2168-8.1787-6.958-13.7598h55.9937l.0928-.334c.4961-1.7871.748-4.4365.748-7.874,0-6.8721-1.5698-13.1475-4.665-18.6523-3.0977-5.5039-7.3857-9.8916-12.7461-13.041ZM364.2002,42.1572c5.5039,0,10.1685,1.875,13.8647,5.5713,3.5972,3.5967,5.7012,8.2041,6.2578,13.7012h-41.5352c.833-5.4912,3.1709-10.0957,6.9546-13.6934,3.8906-3.7021,8.7554-5.5791,14.458-5.5791Z" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-7" data-name="fullLogo" d="M456.936,46.9561l-16.0859-2.9238c-10.1821-1.9199-15.1318-6.3662-15.1318-13.5928,0-4.5156,1.7896-8.2852,5.3198-11.2031,3.5566-2.9385,8.6499-4.4297,15.1387-4.4297,4.7808,0,8.9966.8467,12.5303,2.5156,3.5161,1.665,6.2349,3.9004,8.0801,6.6436,1.8408,2.7393,2.7739,5.8037,2.7739,9.1064v.4561h16.2705v-.4561c0-6.2012-1.6235-11.8936-4.8257-16.9189-3.1992-5.0205-7.8389-9.0137-13.7891-11.8682-5.9365-2.8438-13.0156-4.2852-21.04-4.2852-7.4429,0-14.0039,1.3184-19.501,3.9189-5.5132,2.6094-9.8091,6.2578-12.7676,10.8428-2.9595,4.5879-4.4604,9.8633-4.4604,15.6777,0,15.0049,8.7378,24.21,25.9673,27.3604l18.5811,3.5107c10.9658,1.9258,16.2964,6.6592,16.2964,14.4697,0,4.6084-1.8599,8.3994-5.5288,11.2686-3.7021,2.8955-9.4634,4.3643-17.124,4.3643-7.5596,0-13.5386-1.7861-17.771-5.3076-4.2095-3.498-6.3438-7.8574-6.3438-12.958v-.4561h-16.2705v.4561c0,6.0098,1.6484,11.6045,4.8994,16.6289,3.2495,5.0215,7.9863,9.0625,14.0791,12.0107,6.0796,2.9414,13.2822,4.4326,21.4067,4.4326,8.1147,0,15.1895-1.3174,21.0273-3.915,5.853-2.6064,10.3481-6.2549,13.3604-10.8438,3.0098-4.5898,4.5356-9.8662,4.5356-15.6807,0-8.084-2.3838-14.5176-7.0845-19.1211-4.6768-4.5771-12.2612-7.8418-22.5425-9.7031Z" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-8" data-name="fullLogo" d="M520.0708,46.1855c3.2256-1.9932,6.8354-3.0039,10.73-3.0039,4.7554,0,8.8008,1.1533,12.0229,3.4268,3.2144,2.2695,5.4692,5.4375,6.7012,9.415l.0996.3213h15.5332l-.1255-.5566c-1.769-7.8623-5.708-14.3926-11.707-19.4102-6.0049-5.0195-13.583-7.5645-22.5244-7.5645-6.874,0-13.2017,1.6689-18.8066,4.9619-5.6064,3.2969-10.0679,7.9316-13.2588,13.7773-3.1919,5.8408-4.8101,12.5332-4.8101,19.8906,0,7.4551,1.6182,14.1973,4.8096,20.0371,3.1919,5.8467,7.6528,10.4824,13.2593,13.7764,5.6011,3.293,11.9282,4.9629,18.8066,4.9629,8.9429,0,16.522-2.5947,22.5278-7.7139,5.998-5.1143,9.936-11.792,11.7041-19.8496l.1216-.5537h-15.5347l-.0967.3271c-1.2334,4.1729-3.4897,7.4883-6.7065,9.8535-3.2192,2.3672-7.2622,3.5684-12.0156,3.5684-3.8931,0-7.5029-1.0107-10.73-3.0039-3.228-1.9941-5.8291-4.8857-7.731-8.5957-1.9082-3.7168-2.8755-8.0264-2.8755-12.8086s.9668-9.0654,2.8745-12.7344c1.9023-3.6621,4.5039-6.5303,7.7319-8.5234Z" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-9" data-name="fullLogo" d="M627.6733,36.542c-5.4751-5.1289-12.937-7.7285-22.1782-7.7285-6.0845,0-11.4648,1.0977-15.9927,3.2617-4.5386,2.1709-8.0933,5.1006-10.5645,8.71-2.4727,3.6104-3.877,7.499-4.1733,11.5596l-.0361.4893h15.0645l.0635-.3809c.4648-2.79,2.0776-5.2256,4.7944-7.2402,2.7344-2.0273,6.3828-3.0557,10.8442-3.0557,4.6279,0,8.332,1.3818,11.0093,4.1064,2.6797,2.7275,4.0381,6.458,4.0381,11.0879v1.4453h-18.2651c-9.9146,0-17.4946,2.2021-22.5298,6.5459-5.0542,4.3613-7.6172,10.2842-7.6172,17.6045,0,4.3594,1.106,8.3525,3.2861,11.8672,2.1792,3.5205,5.3413,6.333,9.3979,8.3584,4.0449,2.0225,8.7393,3.0469,13.9531,3.0469s9.8569-1,13.8057-2.9736c3.8452-1.9219,6.6602-4.1191,8.3716-6.5332h.1118l1.4629,8.0439h13.4155v-47.4053c0-8.6709-2.7798-15.6719-8.2617-20.8096ZM620.5425,71.2637v2.1758c0,5.9854-1.8228,10.7715-5.4185,14.2246-3.5986,3.457-8.6099,5.2109-14.8945,5.2109-4.063,0-7.2339-.9707-9.4258-2.8857-2.1768-1.8965-3.2808-4.4629-3.2808-7.6279,0-3.2979,1.2598-5.9072,3.8511-7.9795,2.5859-2.0684,6.5986-3.1182,11.9268-3.1182h17.2417Z" style="fill: navy; stroke-width: 0px;"/><rect id="fullLogo-10" data-name="fullLogo" x="648.3599" y="1.4629" width="15.3936" height="103.2939" style="fill: navy; stroke-width: 0px;"/><path id="fullLogo-11" data-name="fullLogo" d="M742.938,46.5967c-3.0977-5.5039-7.3857-9.8916-12.7461-13.041-5.3628-3.1475-11.4194-4.7422-18.0015-4.7422-6.874,0-13.2017,1.6689-18.8066,4.9619-5.6064,3.2969-10.0679,7.9316-13.2588,13.7773-3.1919,5.8408-4.8101,12.5332-4.8101,19.8906,0,7.4551,1.6182,14.1973,4.8096,20.0371,3.1919,5.8467,7.6528,10.4824,13.2593,13.7764,5.6011,3.293,11.9282,4.9629,18.8066,4.9629,8.4463,0,15.6245-2.1709,21.3354-6.4531,5.7017-4.2783,9.7412-9.7881,12.0054-16.3789l.208-.6045h-15.979l-.1289.2412c-1.5142,2.8379-3.8193,5.1895-6.8506,6.9893-3.0337,1.8008-6.5972,2.7148-10.5903,2.7148-5.6089,0-10.4751-1.8545-14.4639-5.5117-3.8774-3.5527-6.2168-8.1787-6.958-13.7598h55.9937l.0928-.334c.4961-1.7871.748-4.4365.748-7.874,0-6.8721-1.5698-13.1475-4.665-18.6523ZM712.1904,42.1572c5.5039,0,10.1685,1.875,13.8647,5.5713,3.5972,3.5967,5.7012,8.2041,6.2578,13.7012h-41.5352c.833-5.4912,3.1709-10.0957,6.9546-13.6934,3.8906-3.7021,8.7554-5.5791,14.458-5.5791Z" style="fill: navy; stroke-width: 0px;"/></svg>) ](https://futurescalex.com/?hsLang=en)

[Industries ▾](https://futurescalex.com/industry?hsLang=en)

[Oil & Gas](https://futurescalex.com/industry/oil-gas?hsLang=en) [Power & Utilities](https://futurescalex.com/industry/power-utilities?hsLang=en) [Chemicals & Materials](https://futurescalex.com/industry/chemicals-materials?hsLang=en) [Food & Beverage](https://futurescalex.com/industry/food-beverage?hsLang=en)

[Solutions](https://futurescalex.com/solution?hsLang=en)

[Resources](https://futurescalex.com/resources?hsLang=en)

[About Us](https://futurescalex.com/about?hsLang=en)

Quick Links ▾

[Webinar Replay](https://app.livestorm.co/futurescalex/de-risking-energy-transition) [Featured Video](https://futurescalex.com/hubfs/FSX%20methodology%20overview%20w_%20music%20.mp4?hsLang=en) [Media Release](https://futurescalex.com/press-release?hsLang=en) [Infographic](https://futurescalex.com/lithiumrecycling?hsLang=en)

[Contact Us](https://futurescalex.com/contact-us?hsLang=en)[Log In](https://fsxinsights.com/#/subscriber/signin)

Chemicals & Materials

# Humanoid Robotics: Before Markets Emerge, Engineering Changes

Why the next generation of advanced materials may be shaped by engineering evolution long before demand becomes visible.

![Pushan Pal, Strategic Advisor to Chemicals & Materials Companies at FutureScaleX](data:image/jpeg;base64,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)

Pushan Pal

Strategic Advisor to Chemicals & Materials Companies | Growth, Supply Chains & Industrial Transition

Published 22 July 2026 · 12 min read

![Humanoid Robotics: Before Markets Emerge, Engineering Changes — a humanoid robot rendered in cutaway, with callouts for engineering evolution, functional constraints, materials architecture and industrial opportunity.](data:image/jpeg;base64,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)

SUMMARY

- Engineering priorities evolve well before markets or materials demand become visible — as seen in EV and AI infrastructure build-outs.
- Humanoid robots must operate in unstructured, human-designed environments, unlike traditional industrial robots.
- Reliability and dexterity are recurring engineering themes, and materials conversations follow only once functional constraints harden.
- Different deployment environments — manufacturing, logistics, domestic — are likely to produce distinct materials architectures, not one shared opportunity.

In This Article

[Engineering Moves First, Markets Follow](https://futurescalex.com/humanoid-robotics#sec-engineering) [From Engineered Environments to Human-Designed Ones](https://futurescalex.com/humanoid-robotics#sec-environments) [Where the Materials Conversation Actually Begins](https://futurescalex.com/humanoid-robotics#sec-begins) [Materials Are Not Just Enabling — They Are Being Learned](https://futurescalex.com/humanoid-robotics#sec-learned) [Two Questions Worth Asking Instead of Market Size](https://futurescalex.com/humanoid-robotics#sec-questions) [A Reach Beyond Humanoid Robots Themselves](https://futurescalex.com/humanoid-robotics#sec-beyond) [Questions This Article Answers](https://futurescalex.com/humanoid-robotics#sec-faq)

Every generation seems to discover a technology that captures its industrial imagination.

For a period of time, the conversation revolves almost entirely around possibility. Market forecasts become progressively more ambitious. Venture capital flows into the ecosystem. Demonstrations become increasingly sophisticated. Companies begin asking where the commercial opportunities might emerge and, almost inevitably, entire industries start wondering how they should position themselves before the market fully takes shape.

*Humanoid robotics appears to be entering precisely that phase.*

Hardly a week passes without another demonstration, another funding announcement or another projection suggesting that humanoid systems could eventually become one of the defining industrial platforms of the coming decade. Depending on which report one reads, these systems may first become commonplace in manufacturing, logistics and healthcare before gradually finding their way into domestic environments. Whether those timelines ultimately prove optimistic or conservative is, in some respects, beside the point. The discussion has already moved beyond scientific curiosity. It has become an industrial conversation.

For companies supplying advanced materials, the questions naturally follow. Will humanoid robotics become another significant source of demand? Which material classes stand to benefit? Which components are likely to evolve first? More importantly, how should innovation portfolios be positioned for a technology whose commercial trajectory remains uncertain, but whose engineering direction is already becoming visible?

Over the past few months, I have found myself returning to those questions rather often. Interestingly, my thoughts have rarely remained centered on the robot itself. They have gradually drifted towards something that seems to recur across almost every major technology transition I have studied during the past few years.

## Engineering Moves First, Markets Follow

Looking back across several industrial transitions, the sequence appears remarkably consistent. Markets eventually scale, but the engineering questions usually evolve first. By the time demand becomes visible, many of the most important technical decisions have already been made.

*Electric vehicles provide an interesting illustration.*

Today, it is perfectly natural to think of electrification primarily as a battery story. Yet the engineering journey that unfolded over the previous decade was considerably broader. Thermal management became inseparable from vehicle performance. Structural integration evolved alongside battery design. Electrical architecture changed. Manufacturing methods evolved. Lightweighting became closely linked with energy efficiency and driving range. Material selection gradually evolved throughout that process—not because engineers began by searching for new materials, but because the engineering priorities of the vehicle itself had started to change.

*Artificial intelligence appears to be following a remarkably similar trajectory.*

Although AI is often described as a software revolution, many of the engineering discussions shaping its future are decidedly physical. Compute density has reshaped semiconductor packaging. Increasing power density has transformed cooling architectures into strategic design decisions rather than operational afterthoughts. Optical connectivity, thermal interface materials, advanced substrates and power infrastructure have all become increasingly important. Once again, engineering priorities appear to be evolving before the eventual materials landscape has fully revealed itself.

The Recurring Sequence

01

Capability Sought

Engineers define what the system must do

→

02

Functional Constraint

Thermal, structural or power limits emerge

→

03

Component Evolution

Subsystems are redesigned in response

→

04

Materials Architecture

The materials conversation begins last

Observed across EV electrification and AI infrastructure build-outs

Those examples have gradually changed the way I approach emerging technologies. Whenever a new application begins attracting attention, I find myself becoming less interested in estimating its eventual market size and more interested in observing how engineers are beginning to think differently.

Which technical constraints continue resurfacing? Which performance characteristics are becoming progressively more important? Which functional requirements are quietly becoming more demanding than they were only a few years ago?

*Those questions rarely produce immediate answers. *They do, however, have an interesting habit of revealing where the next generation of engineering effort is beginning to concentrate.

## From Engineered Environments to Human-Designed Ones

Humanoid robotics has gradually become one of the most revealing applications through which to explore that line of thinking.

Over the past several weeks, I deliberately spent more time listening to robotics founders, system architects and AI researchers than reading market forecasts. The companies represented different technical approaches and different commercial ambitions. Some were clearly focused on manufacturing, others on logistics, while a few were already discussing domestic environments as a longer-term destination. The applications differed. The engineering vocabulary, however, remained remarkably consistent.

Reliability appeared repeatedly, although often in different forms. Dexterity surfaced in almost every discussion. Engineers spoke extensively about learning through interaction with the physical world, operating for extended periods without intervention, recovering from unexpected situations and reducing the amount of structure that needed to be imposed on the surrounding environment.

*Viewed individually, these appear to be independent engineering challenges. Viewed together, they begin to describe a rather different engineering philosophy from the one that has historically shaped industrial robotics.*

For several decades, industrial robots have succeeded because much of the surrounding environment could itself be engineered. Production systems were designed to minimize uncertainty. Components arrived in predictable orientations. Workflows remained tightly structured. Variability, wherever possible, was deliberately engineered out of the process. Repeatability became the defining characteristic of successful automation.

Many of the discussions around humanoid robotics seem to begin from almost the opposite assumption. Increasingly, engineers are attempting to build machines capable of operating within environments that remain fundamentally designed for people rather than for robots.

Factories provide an obvious example, but even modern factories contain a surprising number of activities that continue to rely on human judgement precisely because they involve variation rather than repetition. Warehouses introduce another layer of complexity. Laboratories another. Homes perhaps represent the greatest engineering challenge of all because almost every interaction occurs within an environment that refuses to become standardized.

As the environment becomes less structured, the engineering questions become correspondingly more complex.

Structural Order to Real-World Variability

Factory Floor

Predictable orientation, structured workflow

Warehouse & Lab

Mixed structure, growing variation

The Home

No standardization, maximum variability

That gradual movement towards variability appears to explain why certain themes continue resurfacing across different companies.

*Dexterity is one of them.*

Much of the public discussion naturally gravitates towards robotic hands. The engineering discussion appears considerably broader. Manipulating the physical world involves far more than grasping an object. It requires interacting with surfaces that differ in texture, stiffness, geometry and frictional behavior. It requires adjusting continuously to variations in weight, orientation and compliance. A cardboard carton, a flexible cable, a folded garment and a glass container may occupy the same workspace, yet each responds differently once contact is established. The engineering challenge therefore extends well beyond motion. Increasingly, it becomes a question of interacting reliably with an unpredictable physical world.

One robotics founder described dexterity not simply as another difficult engineering problem, but as one of the most economically valuable capabilities to solve. I found that distinction particularly interesting. Engineering history contains no shortage of technically elegant achievements that ultimately remained commercially specialized. The capabilities that reshape industries are often those that expand the range of work that becomes economically feasible. Perhaps dexterity belongs in that category.

## Where the Materials Conversation Actually Begins

The observation also brought back a question that has gradually become more interesting to me over the past few years. Engineering conversations and materials conversations often appear to begin in different places.

Engineers naturally begin with the capability they are trying to create. Manufacturing teams think about productivity, repeatability and operating economics. Commercial teams focus on applications and markets. Materials scientists concern themselves with performance, durability and processability. These often appear to be separate conversations taking place within different parts of an organization.

Looking back across several industrial transitions, however, they rarely remain separate for very long. They gradually converge around the same engineering problem.

That sequence is perhaps easiest to observe while a technology is still evolving. At that stage, engineers are rarely discussing materials directly. They are trying to overcome practical constraints that prevent the system from performing as intended. Those constraints gradually become more demanding, components begin changing in response and, somewhere along that journey, the conversation quietly reaches materials.

The transition is rarely abrupt. It unfolds almost one engineering decision at a time.

Consider a humanoid robot working alongside technicians on an automotive assembly line. Throughout a single shift it may position heavy battery modules, manipulate powered tools, open industrial doors, connect wiring harnesses and repeatedly recover from small positioning errors. Over its useful life, many of those movements may be repeated millions of times.

The engineering challenge is no longer simply to make the robot move. It is to make the robot perform the same task, with the same precision, after millions of operating cycles. Reliability therefore becomes something much more tangible than an engineering aspiration.

Repeated articulation begins influencing fatigue life across joints and structural members. Continuous motion increases wear in bearings, gears and transmission systems. Thermal cycling gradually affects dimensional stability. Maintenance intervals become part of the economic equation rather than merely a maintenance specification. Suddenly, reliability is no longer one problem. It has quietly decomposed into a series of functional constraints that every subsystem must satisfy simultaneously.

High-fatigue steel remains attractive wherever cyclic loading dominates. Wear-resistant engineering ceramics become increasingly valuable where component life rather than peak strength determines performance. High-performance thermoplastics begin replacing heavier metallic components wherever reducing moving mass improves energy efficiency without compromising stiffness. Surface engineering becomes inseparable from long-term repeatability because friction, however small, accumulates over millions of operating cycles.

The engineering journey quietly reshapes the materials architecture of the system. A logistics warehouse introduces a rather different engineering problem.

A humanoid robot unloading thousands of packages throughout the day encounters an environment that changes continuously. A cardboard carton behaves differently from shrink-wrapped plastic. A flexible mailer responds differently from a rigid container. Surface friction changes unexpectedly. Weight distribution varies from one package to the next. Objects deform differently once contact is established.

The engineering ambition therefore extends well beyond manipulation. It becomes a question of interacting reliably with variability itself.

That seemingly simple objective introduces another generation of functional constraints. Gripping systems require carefully balanced compliance—firm enough to maintain control, yet sufficiently adaptable to avoid damaging fragile objects. Weight reduction becomes increasingly valuable because every kilogram removed from the robot reduces the amount of energy required to move the robot throughout the working day. Structural stiffness, energy efficiency, compliant mechanisms and surface durability gradually become interconnected engineering decisions rather than independent optimisation exercises.

Once again, the materials discussion follows the engineering discussion. Lightweight structural materials become increasingly valuable alongside engineered elastomers, advanced surface treatments, precision bearings, high-performance polymers and specialized coatings. None of these materials become important in isolation. They become important because the engineering problem itself has evolved.

Divergent Materials Architectures by Environment

Manufacturing

Fatigue & Reliability

High-fatigue steel, wear-resistant ceramics, dimensional stability, maintenance economics

Logistics

Adaptability & Weight

Lightweight structures, compliant gripping, engineered surfaces, energy efficiency

Domestic

Broadest Combination

Mechanical performance, sensing integration, safety and durability together

Perhaps this is what I find most interesting about humanoid robotics. The conversation is often presented as though engineers are searching for better materials.

*Engineers are searching for better capabilities. Materials innovation, in many cases, is simply the engineering consequence of that search.*

## Materials Are Not Just Enabling — They Are Being Learned

Another observation from the robotics discussions continued occupying my thoughts long after the interviews had ended. Several researchers spoke about future robots as systems that must learn through interaction with the physical world rather than simply interpret information. Initially, I heard that as a discussion about artificial intelligence. The longer I reflected on it, however, the more it seemed to describe something broader.

A robot picking up a cardboard box is not merely recognizing an object. It is encountering a particular combination of stiffness, weight, surface texture, friction and deformation. A flexible cable behaves differently from a rigid tool. A ceramic mug behaves differently from a glass bottle. A folded garment behaves differently from a machined component. Human beings navigate these differences almost instinctively because we have spent a lifetime interacting with physical objects. Robots must gradually learn those behaviors through sensing, computation and repeated interaction.

That possibility feels particularly interesting because it suggests that materials are no longer simply enabling technologies for intelligent machines. Increasingly, the behavior of materials becomes part of what intelligent systems themselves are attempting to understand. I suspect that distinction deserves considerably more attention than it currently receives. It also reinforces a broader point.

The most interesting opportunities for advanced materials companies may not emerge by beginning with the materials themselves. They may emerge by listening carefully to the engineering conversations taking place much earlier in the innovation cycle, when designers are still debating capabilities, trade-offs and system architectures. Those conversations often reveal tomorrow's functional constraints long before they reveal tomorrow's markets.

That sequence, at least to me, has become one of the most useful lenses through which to think about humanoid robotics.

## Two Questions Worth Asking Instead of Market Size

Viewing humanoid robotics through that lens also changes the way I think about the future of the industry.

Much of the discussion surrounding humanoid robotics understandably centers on the eventual size of the market. Companies need those projections. They influence investment decisions, manufacturing capacity and long-term strategic priorities. I have no doubt those conversations will continue, and rightly so.

I simply find myself paying equal attention to a rather different set of questions. Not how many humanoid robots will eventually be built. But what engineering problems will prove the most difficult to solve as they move from demonstrations to economically viable products.

That distinction may appear subtle. I suspect it has important implications for advanced materials companies. The first question concerns where humanoid systems become commercially relevant before they become ubiquitous. Every application environment rewards a different engineering capability.

An automotive assembly plant values long-term reliability under repeated mechanical loading. A logistics warehouse rewards adaptability across thousands of different objects and operating conditions. A domestic environment introduces perhaps the most demanding challenge of all because almost every interaction occurs within a world that was never designed for automation. Those differences are not simply application differences. They are different engineering problems. Consequently, they are likely to produce different materials architectures.

A manufacturing robot repeatedly executing high-load tasks may place increasing emphasis on fatigue resistance, wear behavior, dimensional stability and maintenance economics. A warehouse robot may instead favor lightweight structures, compliant gripping systems, engineered surface interactions and energy efficiency. A domestic robot may eventually require an even broader combination of mechanical performance, sensing integration, safety and durability simply because the variability of its operating environment is so much greater.

The market may still be described as "humanoid robotics."

The engineering conversations, however, may already be beginning to diverge.

That observation makes me cautious whenever discussions attempt to identify a single materials opportunity for humanoid robotics.

There may not be one. There may instead be several distinct materials architectures emerging simultaneously, each reflecting a different application environment, a different operating philosophy and a different set of engineering priorities.

A second question also seems worth watching.

*Which engineering bottlenecks continue resurfacing, regardless of where humanoid robots are ultimately deployed?*

Every major technology transition eventually develops a relatively small number of constraints that continue shaping innovation long after the initial excitement begins to fade. Electric vehicles repeatedly returned to battery performance, charging infrastructure and thermal management. Artificial intelligence continues returning to compute density, energy consumption and cooling.

Humanoid robotics will almost certainly develop its own recurring engineering constraints. Perhaps dexterity remains the defining challenge. Perhaps reliability proves considerably harder than early demonstrations suggest. Perhaps energy efficiency limits deployment more than artificial intelligence.

Or perhaps an entirely different constraint emerges as systems begin operating continuously in real-world environments rather than carefully controlled demonstrations. At this stage, I suspect the specific answer matters less than recognizing the pattern itself. The engineering bottlenecks that persist are often the ones that determine where materials innovation ultimately concentrates.

## A Reach Beyond Humanoid Robots Themselves

There is another possibility that I find equally interesting. Humanoid robotics may eventually influence industries far beyond humanoid robots themselves.

History offers many examples of technologies whose broader impact extended well beyond their original application. Lightweight structures developed for aerospace gradually transformed automotive engineering. Advances in semiconductor packaging influenced entirely different branches of electronics. Improvements in battery systems are now reshaping sectors ranging from mobility to stationary energy storage. *Humanoid robotics may follow a similar path.*

Solutions developed to improve dexterity, reduce wear, increase fatigue life, optimize compliant mechanisms or improve human-machine interaction may ultimately migrate into collaborative robots, warehouse automation, medical devices, industrial equipment and other intelligent machines that share many of the same engineering challenges without necessarily resembling a humanoid robot.

If that happens, the eventual opportunity for advanced materials may prove considerably broader than the humanoid market itself. Perhaps that is why I have gradually become less interested in asking which individual material might eventually "win" inside a humanoid robot.

The more interesting question, at least for me, is how the engineering priorities of these systems are beginning to evolve, and what those changes quietly imply for the future architecture of advanced materials.

Markets will eventually answer many of today's questions. Engineering conversations rarely wait that long. If previous industrial transitions offer any guidance, they often reveal tomorrow's functional constraints long before they reveal tomorrow's markets.

Perhaps that is ultimately the opportunity worth watching. Not the robot itself. But the engineering evolution quietly taking place beneath it.

## Questions This Article Answers

Key points, summarised.

### Why do engineering priorities change before a market for humanoid robotics exists?

Across industrial transitions the sequence is consistent: markets eventually scale, but the engineering questions evolve first. By the time demand becomes visible, many of the most important technical decisions have already been made. Electric vehicles and AI infrastructure both followed this pattern — material selection changed as a consequence of shifting engineering priorities, not as a starting point.

### What makes humanoid robots a different engineering problem from industrial robots?

Industrial robots succeeded because the surrounding environment could itself be engineered: components arrived in predictable orientations, workflows stayed tightly structured, and variability was deliberately removed. Humanoid robotics begins from close to the opposite assumption — building machines capable of operating within environments designed for people rather than for robots, where variability cannot be engineered out.

### Will humanoid robotics create one advanced materials opportunity or several?

Several. Each deployment environment rewards a different engineering capability, so each is likely to produce a different materials architecture. A manufacturing robot emphasises fatigue resistance, wear behaviour, dimensional stability and maintenance economics. A warehouse robot favours lightweight structures, compliant gripping systems, engineered surface interactions and energy efficiency. A domestic robot may require the broadest combination of mechanical performance, sensing integration, safety and durability.

### Which materials classes are implicated as humanoid systems move toward continuous operation?

High-fatigue steel remains attractive wherever cyclic loading dominates. Wear-resistant engineering ceramics become more valuable where component life rather than peak strength determines performance. High-performance thermoplastics begin replacing heavier metallic components where reducing moving mass improves energy efficiency without compromising stiffness. Surface engineering becomes inseparable from long-term repeatability. In logistics settings, lightweight structural materials, engineered elastomers, advanced surface treatments, precision bearings and specialised coatings become important together.

### What questions should advanced materials companies ask instead of market size?

Two. First, where do humanoid systems become commercially relevant before they become ubiquitous — since every application environment rewards a different engineering capability. Second, which engineering bottlenecks keep resurfacing regardless of where humanoid robots are ultimately deployed — since persistent bottlenecks tend to determine where materials innovation concentrates.

### Could humanoid robotics affect industries beyond humanoid robots?

Plausibly. Solutions developed to improve dexterity, reduce wear, increase fatigue life, optimise compliant mechanisms or improve human-machine interaction may migrate into collaborative robots, warehouse automation, medical devices and industrial equipment that share the same engineering challenges without resembling a humanoid robot. If that happens, the eventual advanced materials opportunity may prove considerably broader than the humanoid market itself.

![Pushan Pal, Strategic Advisor to Chemicals & Materials Companies at FutureScaleX](data:image/jpeg;base64,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)

Pushan Pal

Strategic Advisor to Chemicals & Materials Companies

Growth, Supply Chains & Industrial Transition — helping leaders act decisively amid disruption and change.  pushan.pal@futurescalex.com

[![FutureScaleX](data:image/svg+xml;base64,<svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 826.7707 106.2197"><path id="logoMark" d="M826.4619,2.4965c-4.0898-2.4666-9.8819-2.2701-14.4124.4867-2.3268,1.417-4.6273,3.4125-6.8378,5.9319-2.1275,2.4245-4.2608,5.3885-6.3394,8.8089-.6684,1.0999-1.7566,2.9362-2.8995,4.9001l-11.7587-20.5066-.4065-.7104h-15.6359l20.1098,35.0709-.3181.7987-4.6654,8.6164-.0557.0919c-2.5115,4.1582-5.6377,9.3327-10.3999,10.6823-1.2675.4642-2.5643.7222-3.9627.7896-2.2594.1007-4.6986-.3626-7.2551-1.3945l-.8766-.3538v16.6259l.3088.1857c1.9115,1.1532,4.1953,1.7239,6.5476,1.7239,2.6806,0,5.4521-.7417,7.8649-2.2105,2.3268-1.417,4.6273-3.4125,6.8378-5.9319,2.1275-2.4245,4.2608-5.3885,6.3394-8.8089,1.2638-2.0799,4.0265-6.788,5.8239-10.0209l15.1024,26.3381h15.6359l-23.1835-40.4311,2.1956-4.0552.0557-.0919c2.5115-4.1582,5.6377-9.3327,10.3999-10.6813,1.2675-.4652,2.5633-.7232,3.9627-.7896,2.2477-.1046,4.6957.3626,7.2551,1.3936l.8766.3538V2.6822l-.3088-.1857Z" style="fill: #fff; stroke-width: 0px;"/><polygon id="fullLogo" points="0 104.7568 16.27 104.7568 16.27 60.4404 63.6587 60.4404 63.6587 45.6328 16.27 45.6328 16.27 16.5615 66.8765 16.5615 66.8765 1.4629 0 1.4629 0 104.7568" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-2" data-name="fullLogo" d="M125.9883,73.7324c0,3.2168-.8154,6.2393-2.4233,8.9844-1.6099,2.7441-3.8423,4.9521-6.6357,6.5625-2.7905,1.6094-5.8877,2.4258-9.2056,2.4258-4.9199,0-9.0913-1.7256-12.3975-5.1279-3.311-3.4033-4.9897-7.7246-4.9897-12.8447V30.2754h-15.3931v44.627c0,6.0928,1.2729,11.5781,3.7832,16.3027,2.5166,4.7373,6.0688,8.4639,10.5581,11.0771,4.4888,2.6133,9.6592,3.9375,15.3672,3.9375,4.8213,0,9.2173-.9248,13.0664-2.75,3.7598-1.7822,6.7163-3.9072,8.7915-6.3184h.1431l1.4629,7.6055h13.2656V30.2754h-15.3931v43.457Z" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-3" data-name="fullLogo" d="M176.7153,8.9219h-15.3926v21.3535h-11.7007v14.5146h11.7007v44.5918c0,4.6914,1.4497,8.4678,4.3081,11.2246,2.8516,2.7539,6.8701,4.1504,11.9443,4.1504h15.9604v-14.2217h-12.7427c-2.7817,0-4.0776-1.2959-4.0776-4.0781v-41.667h16.8203v-14.5146h-16.8203V8.9219Z" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-4" data-name="fullLogo" d="M254.4907,73.7324c0,3.2168-.8159,6.2393-2.4243,8.9844-1.6099,2.7441-3.8423,4.9531-6.6353,6.5625-2.7905,1.6094-5.8877,2.4258-9.2056,2.4258-4.9199,0-9.0913-1.7256-12.3975-5.1279-3.311-3.4033-4.9897-7.7246-4.9897-12.8447V30.2754h-15.3931v44.627c0,6.0928,1.2729,11.5781,3.7832,16.3027,2.5166,4.7373,6.0688,8.4639,10.5581,11.0771,4.4888,2.6133,9.6592,3.9375,15.3672,3.9375,4.8208,0,9.2173-.9248,13.0669-2.75,3.7593-1.7822,6.7158-3.9072,8.791-6.3184h.1436l1.4619,7.6055h13.2661V30.2754h-15.3926v43.457Z" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-5" data-name="fullLogo" d="M302.8569,32.0889c-2.0859,1.1631-3.8887,2.8652-5.3613,5.0615h-.1162l-1.4629-6.875h-13.2578v74.4814h15.3926v-45.2119c0-4.7266,1.2837-8.4072,3.8154-10.9385,2.5317-2.5322,6.2124-3.8164,10.939-3.8164h12.0112v-14.5146h-13.3276c-3.5723,0-6.4766.6094-8.6323,1.8135Z" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-6" data-name="fullLogo" d="M382.2017,33.5557c-5.3628-3.1475-11.4194-4.7422-18.0015-4.7422-6.874,0-13.2017,1.6689-18.8066,4.9619-5.6064,3.2969-10.0679,7.9316-13.2588,13.7773-3.1919,5.8408-4.8101,12.5332-4.8101,19.8906,0,7.4551,1.6182,14.1973,4.8096,20.0371,3.1919,5.8467,7.6528,10.4824,13.2593,13.7764,5.6011,3.293,11.9282,4.9629,18.8066,4.9629,8.4463,0,15.6245-2.1709,21.3354-6.4531,5.7017-4.2783,9.7412-9.7881,12.0054-16.3789l.208-.6045h-15.979l-.1289.2412c-1.5142,2.8379-3.8193,5.1895-6.8506,6.9893-3.0337,1.8008-6.5972,2.7148-10.5903,2.7148-5.6089,0-10.4751-1.8545-14.4639-5.5117-3.8774-3.5527-6.2168-8.1787-6.958-13.7598h55.9937l.0928-.334c.4961-1.7871.748-4.4365.748-7.874,0-6.8721-1.5698-13.1475-4.665-18.6523-3.0977-5.5039-7.3857-9.8916-12.7461-13.041ZM364.2002,42.1572c5.5039,0,10.1685,1.875,13.8647,5.5713,3.5972,3.5967,5.7012,8.2041,6.2578,13.7012h-41.5352c.833-5.4912,3.1709-10.0957,6.9546-13.6934,3.8906-3.7021,8.7554-5.5791,14.458-5.5791Z" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-7" data-name="fullLogo" d="M456.936,46.9561l-16.0859-2.9238c-10.1821-1.9199-15.1318-6.3662-15.1318-13.5928,0-4.5156,1.7896-8.2852,5.3198-11.2031,3.5566-2.9385,8.6499-4.4297,15.1387-4.4297,4.7808,0,8.9966.8467,12.5303,2.5156,3.5161,1.665,6.2349,3.9004,8.0801,6.6436,1.8408,2.7393,2.7739,5.8037,2.7739,9.1064v.4561h16.2705v-.4561c0-6.2012-1.6235-11.8936-4.8257-16.9189-3.1992-5.0205-7.8389-9.0137-13.7891-11.8682-5.9365-2.8438-13.0156-4.2852-21.04-4.2852-7.4429,0-14.0039,1.3184-19.501,3.9189-5.5132,2.6094-9.8091,6.2578-12.7676,10.8428-2.9595,4.5879-4.4604,9.8633-4.4604,15.6777,0,15.0049,8.7378,24.21,25.9673,27.3604l18.5811,3.5107c10.9658,1.9258,16.2964,6.6592,16.2964,14.4697,0,4.6084-1.8599,8.3994-5.5288,11.2686-3.7021,2.8955-9.4634,4.3643-17.124,4.3643-7.5596,0-13.5386-1.7861-17.771-5.3076-4.2095-3.498-6.3438-7.8574-6.3438-12.958v-.4561h-16.2705v.4561c0,6.0098,1.6484,11.6045,4.8994,16.6289,3.2495,5.0215,7.9863,9.0625,14.0791,12.0107,6.0796,2.9414,13.2822,4.4326,21.4067,4.4326,8.1147,0,15.1895-1.3174,21.0273-3.915,5.853-2.6064,10.3481-6.2549,13.3604-10.8438,3.0098-4.5898,4.5356-9.8662,4.5356-15.6807,0-8.084-2.3838-14.5176-7.0845-19.1211-4.6768-4.5771-12.2612-7.8418-22.5425-9.7031Z" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-8" data-name="fullLogo" d="M520.0708,46.1855c3.2256-1.9932,6.8354-3.0039,10.73-3.0039,4.7554,0,8.8008,1.1533,12.0229,3.4268,3.2144,2.2695,5.4692,5.4375,6.7012,9.415l.0996.3213h15.5332l-.1255-.5566c-1.769-7.8623-5.708-14.3926-11.707-19.4102-6.0049-5.0195-13.583-7.5645-22.5244-7.5645-6.874,0-13.2017,1.6689-18.8066,4.9619-5.6064,3.2969-10.0679,7.9316-13.2588,13.7773-3.1919,5.8408-4.8101,12.5332-4.8101,19.8906,0,7.4551,1.6182,14.1973,4.8096,20.0371,3.1919,5.8467,7.6528,10.4824,13.2593,13.7764,5.6011,3.293,11.9282,4.9629,18.8066,4.9629,8.9429,0,16.522-2.5947,22.5278-7.7139,5.998-5.1143,9.936-11.792,11.7041-19.8496l.1216-.5537h-15.5347l-.0967.3271c-1.2334,4.1729-3.4897,7.4883-6.7065,9.8535-3.2192,2.3672-7.2622,3.5684-12.0156,3.5684-3.8931,0-7.5029-1.0107-10.73-3.0039-3.228-1.9941-5.8291-4.8857-7.731-8.5957-1.9082-3.7168-2.8755-8.0264-2.8755-12.8086s.9668-9.0654,2.8745-12.7344c1.9023-3.6621,4.5039-6.5303,7.7319-8.5234Z" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-9" data-name="fullLogo" d="M627.6733,36.542c-5.4751-5.1289-12.937-7.7285-22.1782-7.7285-6.0845,0-11.4648,1.0977-15.9927,3.2617-4.5386,2.1709-8.0933,5.1006-10.5645,8.71-2.4727,3.6104-3.877,7.499-4.1733,11.5596l-.0361.4893h15.0645l.0635-.3809c.4648-2.79,2.0776-5.2256,4.7944-7.2402,2.7344-2.0273,6.3828-3.0557,10.8442-3.0557,4.6279,0,8.332,1.3818,11.0093,4.1064,2.6797,2.7275,4.0381,6.458,4.0381,11.0879v1.4453h-18.2651c-9.9146,0-17.4946,2.2021-22.5298,6.5459-5.0542,4.3613-7.6172,10.2842-7.6172,17.6045,0,4.3594,1.106,8.3525,3.2861,11.8672,2.1792,3.5205,5.3413,6.333,9.3979,8.3584,4.0449,2.0225,8.7393,3.0469,13.9531,3.0469s9.8569-1,13.8057-2.9736c3.8452-1.9219,6.6602-4.1191,8.3716-6.5332h.1118l1.4629,8.0439h13.4155v-47.4053c0-8.6709-2.7798-15.6719-8.2617-20.8096ZM620.5425,71.2637v2.1758c0,5.9854-1.8228,10.7715-5.4185,14.2246-3.5986,3.457-8.6099,5.2109-14.8945,5.2109-4.063,0-7.2339-.9707-9.4258-2.8857-2.1768-1.8965-3.2808-4.4629-3.2808-7.6279,0-3.2979,1.2598-5.9072,3.8511-7.9795,2.5859-2.0684,6.5986-3.1182,11.9268-3.1182h17.2417Z" style="fill: #fff; stroke-width: 0px;"/><rect id="fullLogo-10" data-name="fullLogo" x="648.3599" y="1.4629" width="15.3936" height="103.2939" style="fill: #fff; stroke-width: 0px;"/><path id="fullLogo-11" data-name="fullLogo" d="M742.938,46.5967c-3.0977-5.5039-7.3857-9.8916-12.7461-13.041-5.3628-3.1475-11.4194-4.7422-18.0015-4.7422-6.874,0-13.2017,1.6689-18.8066,4.9619-5.6064,3.2969-10.0679,7.9316-13.2588,13.7773-3.1919,5.8408-4.8101,12.5332-4.8101,19.8906,0,7.4551,1.6182,14.1973,4.8096,20.0371,3.1919,5.8467,7.6528,10.4824,13.2593,13.7764,5.6011,3.293,11.9282,4.9629,18.8066,4.9629,8.4463,0,15.6245-2.1709,21.3354-6.4531,5.7017-4.2783,9.7412-9.7881,12.0054-16.3789l.208-.6045h-15.979l-.1289.2412c-1.5142,2.8379-3.8193,5.1895-6.8506,6.9893-3.0337,1.8008-6.5972,2.7148-10.5903,2.7148-5.6089,0-10.4751-1.8545-14.4639-5.5117-3.8774-3.5527-6.2168-8.1787-6.958-13.7598h55.9937l.0928-.334c.4961-1.7871.748-4.4365.748-7.874,0-6.8721-1.5698-13.1475-4.665-18.6523ZM712.1904,42.1572c5.5039,0,10.1685,1.875,13.8647,5.5713,3.5972,3.5967,5.7012,8.2041,6.2578,13.7012h-41.5352c.833-5.4912,3.1709-10.0957,6.9546-13.6934,3.8906-3.7021,8.7554-5.5791,14.458-5.5791Z" style="fill: #fff; stroke-width: 0px;"/></svg>) ](https://futurescalex.com/?hsLang=en)

[contact@futurescalex.com ](mailto:contact@futurescalex.com) [LinkedIn ](https://www.linkedin.com/company/futurescalex/)

Industries

[Oil & Gas](https://futurescalex.com/industry/oil-gas?hsLang=en) [Power & Utilities](https://futurescalex.com/industry/power-utilities?hsLang=en) [Chemicals & Materials](https://futurescalex.com/industry/chemicals-materials?hsLang=en) [Food & Beverage](https://futurescalex.com/industry/food-beverage?hsLang=en)

About Us

[Resources](https://futurescalex.com/resources?hsLang=en) [Solutions](https://futurescalex.com/solution?hsLang=en)

Quick Links

[Webinar Replay](https://app.livestorm.co/futurescalex/de-risking-energy-transition) [Featured Video](https://futurescalex.com/hubfs/FSX%20methodology%20overview%20w_%20music%20.mp4?hsLang=en) [Media Release](https://futurescalex.com/press-release?hsLang=en) [Infographic](https://futurescalex.com/lithiumrecycling?hsLang=en)

Join the Community

Subscribe to receive monthly and quarterly research briefings, information, and updates.

Email address

Copyright 2026. [FutureScaleX](https://futurescalex.com/?hsLang=en) - All Rights Reserved [Privacy Policy](https://futurescalex.com/privacy-policy?hsLang=en) 

Humanoid Robotics

```json
{
  "@context" : "https://schema.org",
  "@id" : "https://futurescalex.com/#organization",
  "@type" : "Organization",
  "alternateName" : "FSX",
  "description" : "Insights and consulting firm serving chemicals and materials, oil and gas, power and utilities, and food and beverage sectors.",
  "email" : "contact@futurescalex.com",
  "image" : {
    "@id" : "https://futurescalex.com/#logo"
  },
  "knowsAbout" : [ "Advanced materials", "Chemicals and materials strategy", "Techno-economic analysis", "Industrial transition", "Energy transition" ],
  "logo" : {
    "@id" : "https://futurescalex.com/#logo",
    "@type" : "ImageObject",
    "caption" : "FutureScaleX",
    "contentUrl" : "https://futurescalex.com/hs-fs/hubfs/Fy25/futurescalex-logo-full-colour-rgb-827px@72ppi%20(3)%20(1)%20(1).png",
    "height" : 106,
    "url" : "https://futurescalex.com/hs-fs/hubfs/Fy25/futurescalex-logo-full-colour-rgb-827px@72ppi%20(3)%20(1)%20(1).png",
    "width" : 827
  },
  "name" : "FutureScaleX",
  "sameAs" : [ "https://www.linkedin.com/company/futurescalex/" ],
  "url" : "https://futurescalex.com"
}
```

```json
{
  "@context" : "https://schema.org",
  "@id" : "https://futurescalex.com/#website",
  "@type" : "WebSite",
  "inLanguage" : "en",
  "name" : "FutureScaleX",
  "publisher" : {
    "@id" : "https://futurescalex.com/#organization"
  },
  "url" : "https://futurescalex.com"
}
```

```json
{
  "@context" : "https://schema.org",
  "@id" : "https://futurescalex.com/#pushan-pal",
  "@type" : "Person",
  "description" : "Growth, supply chains and industrial transition — helping leaders act decisively amid disruption and change.",
  "email" : "pushan.pal@futurescalex.com",
  "image" : {
    "@type" : "ImageObject",
    "caption" : "Pushan Pal",
    "height" : 256,
    "url" : "https://futurescalex.com/hubfs/Fy26/pushan-pal.jpg",
    "width" : 256
  },
  "jobTitle" : "Strategic Advisor to Chemicals & Materials Companies",
  "knowsAbout" : [ "Advanced materials", "Humanoid robotics", "Industrial supply chains", "Materials architecture", "Electric vehicle materials" ],
  "name" : "Pushan Pal",
  "worksFor" : {
    "@id" : "https://futurescalex.com/#organization"
  }
}
```

```json
{
  "@context" : "https://schema.org",
  "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials#primaryimage",
  "@type" : "ImageObject",
  "caption" : "Humanoid robot working alongside technicians in an industrial environment",
  "contentUrl" : "https://futurescalex.com/hubfs/Fy26/humanoid-robotics-hero.jpg",
  "height" : 829,
  "url" : "https://futurescalex.com/hubfs/Fy26/humanoid-robotics-hero.jpg",
  "width" : 1600
}
```

```json
{
  "@context" : "https://schema.org",
  "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials#breadcrumb",
  "@type" : "BreadcrumbList",
  "itemListElement" : [ {
    "@type" : "ListItem",
    "item" : "https://futurescalex.com/",
    "name" : "Home",
    "position" : 1
  }, {
    "@type" : "ListItem",
    "item" : "https://futurescalex.com/resources",
    "name" : "Resources",
    "position" : 2
  }, {
    "@type" : "ListItem",
    "item" : "https://futurescalex.com/industry/chemicals-materials",
    "name" : "Chemicals & Materials",
    "position" : 3
  }, {
    "@type" : "ListItem",
    "name" : "Humanoid Robotics: Before Markets Emerge, Engineering Changes",
    "position" : 4
  } ]
}
```

```json
{
  "@context" : "https://schema.org",
  "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials",
  "@type" : "WebPage",
  "breadcrumb" : {
    "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials#breadcrumb"
  },
  "dateModified" : "2026-07-22T09:00:00+00:00",
  "datePublished" : "2026-07-22T09:00:00+00:00",
  "inLanguage" : "en",
  "isPartOf" : {
    "@id" : "https://futurescalex.com/#website"
  },
  "name" : "Humanoid Robotics: Before Markets Emerge, Engineering Changes | FutureScaleX Insights",
  "primaryImageOfPage" : {
    "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials#primaryimage"
  },
  "url" : "https://futurescalex.com/humanoid-robotics-engineering-materials"
}
```

```json
{
  "@context" : "https://schema.org",
  "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials#article",
  "@type" : "Article",
  "about" : [ {
    "@type" : "Thing",
    "name" : "Humanoid robot",
    "sameAs" : "https://en.wikipedia.org/wiki/Humanoid_robot"
  }, {
    "@type" : "Thing",
    "name" : "Advanced materials",
    "sameAs" : "https://en.wikipedia.org/wiki/Advanced_material"
  }, {
    "@type" : "Thing",
    "name" : "Materials science",
    "sameAs" : "https://en.wikipedia.org/wiki/Materials_science"
  } ],
  "alternativeHeadline" : "Why the next generation of advanced materials may be shaped by engineering evolution long before demand becomes visible",
  "articleBody" : "Engineering priorities evolve before markets or materials demand become visible. Across electric vehicles and AI infrastructure, the same sequence recurs: a capability is sought, functional constraints emerge, components evolve, and only then does the materials architecture change. Humanoid robotics is entering that phase, and because manufacturing, logistics and domestic environments pose different engineering problems, they are likely to produce several distinct materials architectures rather than one shared opportunity.",
  "articleSection" : "Chemicals & Materials",
  "author" : {
    "@id" : "https://futurescalex.com/#pushan-pal"
  },
  "creator" : {
    "@id" : "https://futurescalex.com/#pushan-pal"
  },
  "dateModified" : "2026-07-22T09:00:00+00:00",
  "datePublished" : "2026-07-22T09:00:00+00:00",
  "description" : "Humanoid robotics is reshaping engineering priorities before its market exists. Why advanced materials architectures will diverge by deployment environment.",
  "hasPart" : [ {
    "@type" : "WebPageElement",
    "name" : "Engineering Moves First, Markets Follow",
    "url" : "https://futurescalex.com/humanoid-robotics-engineering-materials#sec-engineering"
  }, {
    "@type" : "WebPageElement",
    "name" : "From Engineered Environments to Human-Designed Ones",
    "url" : "https://futurescalex.com/humanoid-robotics-engineering-materials#sec-environments"
  }, {
    "@type" : "WebPageElement",
    "name" : "Where the Materials Conversation Actually Begins",
    "url" : "https://futurescalex.com/humanoid-robotics-engineering-materials#sec-begins"
  }, {
    "@type" : "WebPageElement",
    "name" : "Materials Are Not Just Enabling — They Are Being Learned",
    "url" : "https://futurescalex.com/humanoid-robotics-engineering-materials#sec-learned"
  }, {
    "@type" : "WebPageElement",
    "name" : "Two Questions Worth Asking Instead of Market Size",
    "url" : "https://futurescalex.com/humanoid-robotics-engineering-materials#sec-questions"
  }, {
    "@type" : "WebPageElement",
    "name" : "A Reach Beyond Humanoid Robots Themselves",
    "url" : "https://futurescalex.com/humanoid-robotics-engineering-materials#sec-beyond"
  } ],
  "headline" : "Humanoid Robotics: Before Markets Emerge, Engineering Changes",
  "image" : {
    "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials#primaryimage"
  },
  "inLanguage" : "en",
  "isAccessibleForFree" : true,
  "isPartOf" : {
    "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials"
  },
  "keywords" : [ "humanoid robotics", "advanced materials", "materials architecture", "industrial automation", "engineering constraints", "dexterity", "fatigue resistance", "lightweighting" ],
  "mainEntityOfPage" : {
    "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials"
  },
  "mentions" : [ {
    "@type" : "Thing",
    "name" : "Electric vehicle",
    "sameAs" : "https://en.wikipedia.org/wiki/Electric_vehicle"
  }, {
    "@type" : "Thing",
    "name" : "Artificial intelligence",
    "sameAs" : "https://en.wikipedia.org/wiki/Artificial_intelligence"
  }, {
    "@type" : "Thing",
    "name" : "Industrial robot",
    "sameAs" : "https://en.wikipedia.org/wiki/Industrial_robot"
  }, {
    "@type" : "Thing",
    "name" : "Thermoplastic",
    "sameAs" : "https://en.wikipedia.org/wiki/Thermoplastic"
  }, {
    "@type" : "Thing",
    "name" : "Ceramic engineering",
    "sameAs" : "https://en.wikipedia.org/wiki/Ceramic_engineering"
  }, {
    "@type" : "Thing",
    "name" : "Fatigue (material)",
    "sameAs" : "https://en.wikipedia.org/wiki/Fatigue_(material)"
  } ],
  "publisher" : {
    "@id" : "https://futurescalex.com/#organization"
  },
  "speakable" : {
    "@type" : "SpeakableSpecification",
    "cssSelector" : [ "#fsx-summary", "h1" ]
  },
  "url" : "https://futurescalex.com/humanoid-robotics-engineering-materials",
  "wordCount" : 2909
}
```

```json
{
  "@context" : "https://schema.org",
  "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials#faq",
  "@type" : "FAQPage",
  "isPartOf" : {
    "@id" : "https://futurescalex.com/humanoid-robotics-engineering-materials"
  },
  "mainEntity" : [ {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "Across industrial transitions the sequence is consistent: markets eventually scale, but engineering questions evolve first. By the time demand becomes visible, many of the most important technical decisions have already been made. Electric vehicles and AI infrastructure both followed this pattern, with material selection changing as a consequence of shifting engineering priorities rather than as a starting point."
    },
    "name" : "Why do engineering priorities change before a market for humanoid robotics exists?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "Industrial robots succeeded because the surrounding environment could itself be engineered: components arrived in predictable orientations, workflows were tightly structured, and variability was deliberately removed. Humanoid robotics begins from close to the opposite assumption, building machines capable of operating within environments designed for people rather than for robots, where variability cannot be engineered out."
    },
    "name" : "What makes humanoid robots a different engineering problem from industrial robots?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "Several. Each deployment environment rewards a different engineering capability, so each is likely to produce a different materials architecture. A manufacturing robot emphasises fatigue resistance, wear behaviour, dimensional stability and maintenance economics. A warehouse robot favours lightweight structures, compliant gripping systems, engineered surface interactions and energy efficiency. A domestic robot may require the broadest combination of mechanical performance, sensing integration, safety and durability."
    },
    "name" : "Will humanoid robotics create one advanced materials opportunity or several?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "High-fatigue steel remains attractive wherever cyclic loading dominates. Wear-resistant engineering ceramics become more valuable where component life rather than peak strength determines performance. High-performance thermoplastics begin replacing heavier metallic components where reducing moving mass improves energy efficiency without compromising stiffness. Surface engineering becomes inseparable from long-term repeatability. In logistics settings, lightweight structural materials, engineered elastomers, advanced surface treatments, precision bearings and specialised coatings become important together."
    },
    "name" : "Which materials classes are implicated as humanoid systems move toward continuous operation?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "Two. First, where do humanoid systems become commercially relevant before they become ubiquitous, since every application environment rewards a different engineering capability. Second, which engineering bottlenecks keep resurfacing regardless of where humanoid robots are ultimately deployed, since persistent bottlenecks tend to determine where materials innovation concentrates."
    },
    "name" : "What questions should advanced materials companies ask instead of market size?"
  }, {
    "@type" : "Question",
    "acceptedAnswer" : {
      "@type" : "Answer",
      "text" : "Plausibly. Solutions developed to improve dexterity, reduce wear, increase fatigue life, optimise compliant mechanisms or improve human-machine interaction may migrate into collaborative robots, warehouse automation, medical devices and industrial equipment that share the same engineering challenges without resembling a humanoid robot. If that happens, the eventual advanced materials opportunity may prove considerably broader than the humanoid market itself."
    },
    "name" : "Could humanoid robotics affect industries beyond humanoid robots?"
  } ]
}
```