Recent content by enerj

So my calculus isn't as sharp as I'd like it, and I am having trouble solving this diff eq, and I know the correct method is double integration. I also know the general solution to be T(r) = A*ln(r) + B , A and B are constants Thanks in advance

Because as soon as the wheel slips, or breaks friction, the car as a whole will have reached maximum acceleration. Can I represent this by using F = ma so a = F / m where m is the mass of the car and F is the friction force, so a = u * Nr / m?

http://build1.net/rand/car.bmp Homework Statement Given the variables in the drawing, and coefficient of friction u, what is the maximum possible acceleration if the car is rear wheel drive? Neglect rotational inertia of the wheels. Homework Equations Up and right is (+) for forces...