Calculating Centripetal Acceleration of a Locomotive's Crank Pin

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To calculate the centripetal acceleration of a locomotive's crank pin, the speed of the locomotive (100 km/h) and the dimensions of the driving wheels (1.8 m diameter) and piston stroke (600 mm) are essential. The relevant equation, v = omega * r, relates linear speed to angular velocity and radius. The next step involves determining the angular velocity using the known speed and radius derived from the wheel diameter. Once angular velocity is calculated, it can be used to find the centripetal acceleration. Showing the work in the calculations is necessary for further assistance.
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Homework Statement
A locomotive is running at a constant speed of 100 km / h. The diameter of driving wheels is 1.8 m. The
stroke of the piston of the steam engine cylinder of the locomotive is 600 mm. Find the centripetal acceleration of the crank pin relative to the engine frame.
Relevant Equations
v = omega * r
Problem Statement: A locomotive is running at a constant speed of 100 km / h. The diameter of driving wheels is 1.8 m. The
stroke of the piston of the steam engine cylinder of the locomotive is 600 mm. Find the centripetal acceleration of the crank pin relative to the engine frame.
Relevant Equations: v = omega * r

A locomotive is running at a constant speed of 100 km / h. The diameter of driving wheels is 1.8 m. The
stroke of the piston of the steam engine cylinder of the locomotive is 600 mm. Find the centripetal acceleration of the crank pin relative to the engine frame.

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