derive an expression for maximum velocity in bank

Question

derive an expression for maximum velocity in banking angle

Vikas TU · Accepted Answer

Dear Student,For the vehicle to go round the bended track at a sensible speed without slipping, the more noteworthy centripetal constrain is overseen for it by raising the external edge of the track a little over the inward edge. It is called keeping money of round tracks.Consider a vehicle of weight Mg, moving cycle a bended way of sweep r, with a speed v, on a street saved money through angleѳThe vehicle is under the activity of the accompanying strengths:• The weight Mg acting vertically downwards• The response R of the ground to the vehicle, acting along the typical to the saved money street OA the upward wayThe vertical part R cos Ѳ of the typical response R will adjust the heaviness of the vehicle and the level segment R sin Ѳ will give the vital centripetal constrain to the vehicle. Accordingly,R cosѳ = Mg … (i)R sinѳ= uMg… (ii)Dividing both the eqns. we get,tanthetha = u.Where u is the coefficient friction.Cheers!!Regards,Vikas (B. Tech. 4th yearThapar University)

General Physics> derive an expression for maximum velocity...

derive an expression for maximum velocity in banking angle

Vamsi Krishna Kodimela , 7 Years ago

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General Physics> derive an expression for maximum velocity...

derive an expression for maximum velocity in banking angle

Vamsi Krishna Kodimela , 7 Years ago

Vikas TU

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