Question about Length of Action of Involute gears

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The discussion centers on the formula for the length of action (Z) of involute gears, expressed as Z=\sqrt{(r_{p}+a_{p})^{2}-(r_{p}cos\phi )^{2}}+\sqrt{(r_{g}+a_{g})^{2}-(r_{g}cos\phi )^{2}}-Ccos\phi. Participants seek clarification on how to derive this equation effectively. The conversation includes references to relevant homework equations and external resources for further understanding. The focus remains on the mathematical derivation and application of the formula in gear design. Overall, the discussion aims to enhance comprehension of involute gear mechanics.
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Homework Statement


Length of action Z(Length of line of action) is Z=\sqrt{(r_{p}+a_{p})^{2}-(r_{p}cos\phi )^{2}}+\sqrt{(r_{g}+a_{g})^{2}-(r_{g}cos\phi )^{2}}-Ccos\phi How can I drive it?

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