Woven Fabric-based Electrical Circuits
The paper writes about resistive welding as a technique to bond 2 copper wire/thread joint together.
Resistance welding heat is given by:
Heat = I²Rt
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Heat increases with the square of the current
- Higher current → much more heat → more melting/fusion
Strong weld
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At 1800 A, the heat is sufficient to:
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Melt copper fibers properly
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Fuse intersecting yarns together
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Create low electrical resistance
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This produced the lowest crossover resistance
- This was found to be the optimum weld current
🔹 Weak weld or break
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At 1000 A or 1400 A, less heat is generated
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Less melting → incomplete bonding
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Higher resistance
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Less reliable interconnect
While higher current improves fusion, the text also says:
- At higher current (especially in top-bottom probe welding),
damage to neighboring non-conducting fibers increases
🔹 Top-bottom probe welding
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Lower resistance
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Lower standard deviation (more uniform)
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More efficient interconnect
- Preferred method
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But:
- Causes more damage to nearby fibers at high current
🔹 Parallel gap welding
In parallel gap welding, two electrodes sit side-by-side on the same surface of the fabric.
Current flows:
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From one electrode
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Through the top yarn
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Down into the crossing yarn
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Back up to the second electrode
So the current path is:
Electrode → yarn → crossover → yarn → electrode
This is different from top-bottom probe welding, where current flows straight vertically through the crossover.
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Higher resistance
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Higher variation
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Can create either:
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Interconnect (strong bond)
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Disconnect (intentional break)
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The SEM image (Figure 2a) shows that a disconnect can be formed when the weld is created in a way that interrupts current flow instead of fusing fibers properly.
The text also explains:
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Copper forms more efficient welds than steel
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Steel has:
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Higher bulk resistance
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Less efficient interconnect formation
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So weaker weld performance can also come from:
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Higher intrinsic material resistance
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Less effective fusion behavior
![[DevelopmentofWovenFabric-basedElectricalCircuits.pdf]]