A pair of gears, having 40 and 30 teeth respectively are of 25° involute form. The addendum length is 5 mm and the module pitch is 2.5 mm. If the smaller wheel is the driver and rotates at 1500 r.p.m., find the velocity of sliding at the point of engagement, at the point of pitch and at the point of disengagement.

Question-Answer › Category: Theory Of Machines › A pair of gears, having 40 and 30 teeth respectively are of 25° involute form. The addendum length is 5 mm and the module pitch is 2.5 mm. If the smaller wheel is the driver and rotates at 1500 r.p.m., find the velocity of sliding at the point of engagement, at the point of pitch and at the point of disengagement.

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Venkatesh asked 7 months ago

A pair of gears, having 40 and 30 teeth respectively are of 25° involute form. The addendum length is 5 mm and the module pitch is 2.5 mm. If the smaller wheel is the driver and rotates at 1500 r.p.m., find the velocity of sliding at the point of engagement, at the point of pitch and at the point of disengagement.

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Question Tags: arc of contact and contact ratio., find the addendum for each gear wheel, path of contact, Two mating gears have 20 and 40 involute teeth of module 10 mm and 20° pressure angle. If the addendum on each wheel is such that the path of contact is maximum and interference is just avoided

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Mazurek Gravity Staff answered 7 months ago

The number of teeth on gear larger 1, Z = 40

The number of teeth on smaller gear 2, z = 30

The pressure angle, α = 20 degree

The addendum, a = 5 mm

The module of gear, m = 5.5 mm

The speed of smaller driver gear, N₂ = 1500 rpm

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