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[eleven] The relation among the net power as well as acceleration is given through the equation File = ma (Newton's 2nd regulation), as well as particle displacement s may be expressed through the equation
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where by the T ⋅ ω is the power around the moment δt. The sum of those small amounts of work about the trajectory with the rigid overall body yields the work,
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exactly where F and T are classified as the resultant force and torque used within the reference point d in the shifting body M inside the rigid overall body.
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This calculation is often generalized for a constant force that is not directed along the line, accompanied by the particle. In such cases the dot products F ⋅ ds = File cos θ ds, wherever θ may be the angle in between the pressure vector and the path of movement, which is