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Strange Change of Variable of Integration
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[QUOTE="Recipi, post: 4547570, member: 482587"] I've been following a few derivations for quantities in classical mechanics of rotating systems, and one of the integrals is transformed in a way I've never seen before. For angle theta, angular velocity omega and angular acceleration alpha: [ATTACH=full]164868[/ATTACH] Intuitively I can see that they've 'just' swapped the differential on top with the one trailing the integral and adapted the variables denoting the initial and final values accordingly, but could anybody point me to a more in-depth explanation of this? The notes gloss over the step and it seems like it could be a useful trick to bear in mind generally. [/QUOTE]
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Strange Change of Variable of Integration
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