(1)若钩码2s内上升0.1m,则钩码上升的速度:v=
=s t
=0.05m/s;0.1m 2s
(2)已知:钩码重力G=6N,拉力F=2.4N,g=10N/kg,时间t=2s,高度h=0.1m,钩码总重G′=12N
由滑轮组结构得出承担物重的绳子股数n=3,则s=3h=3×0.1m=0.3m;
此时拉力做的功是:W总=Fs=2.4N×0.3m=0.72J;
故此时的功率是:P=
=W总 t
=0.36W;0.72J 2s
此时有用功是:W有=Gh=6N×0.1m=0.6J,
故此时的机械效率是:η=
×100%=W有用 W总
×100%≈83.3%;0.6J 0.72J
(2)在不计绳重和摩擦的情况下,F=
(G+G动),1 3
∴动滑轮的重力是:
G动=3F-G=3×2.4N-6N=1.2N,
此时滑轮组的机械效率为:
η′=
×100%=G′ G′+G动
×100%≈90.9%.12N 12N+1.2N
答:(1)钩码上升的速度为0.05m/s;
(2)小明拉力做功的功率0.36W;该滑轮组的机械效率是83.3%;
(3)当钩码总重力为12N时,该滑轮组的机械效率90.9%.