m1g |
k1 |
處于拉伸狀態(tài)時(shí)的拉伸量為:x2=
m2g |
k1 |
開(kāi)始平衡時(shí),勁度系數(shù)為k2的輕彈簧處于壓縮狀態(tài),壓縮量為:x3=
m1g+m2g |
k2 |
物塊2重力勢(shì)能增加了:m2gx3=m2g×
m1g+m2g |
k2 |
(m1+m2) |
k2 |
物塊1重力勢(shì)能的增加量為:m1g(x1+x2+x3)=m1(m1+m2)g2(
1 |
k1 |
1 |
k2 |
故答案為:m2g2
(m1+m2) |
k2 |
1 |
k1 |
1 |
k2 |
m1g |
k1 |
m2g |
k1 |
m1g+m2g |
k2 |
m1g+m2g |
k2 |
(m1+m2) |
k2 |
1 |
k1 |
1 |
k2 |
(m1+m2) |
k2 |
1 |
k1 |
1 |
k2 |