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问:弹簧受力a spiral spring with a spring constant k=200N/m rests on a horizontal surface with its axis vertical. How much work must be done to depress the top of the spring a distance of 10 cm? Having depressed the spring as described a mass of 0.2 kg is placed on top of it. If the spring is suddenly released so it can expand, how far into the air will the mass be propelled? 答:1)有公式 w=k*L^2/2 其中 L为长度的变化量 w为弹簧弹性势能变化量 有能量守恒原理 (功能定理)有 做功=弹簧弹性势能的改变 所以 做功 w=0....详情>> |
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