[題目] 動量和廣義牛頓第二定律
[領域]高中
[來源]參考書
[題目]
(1).一容器置於磅秤上 , 調整讀數為零 , 水管從高 h 米處將水流入器內 , 每秒流入
m kg , 略水的初速 , 且水流入無反跳 , 容器底面很寬 , 水面升高可不計 , 則水自管流
出後 t 秒末磅枰的讀數為若干?
(Ans)tmg
(2).一水桶重1 kg , 置於磅秤上 , 在水桶上方 4.9 米處, 有一水龍頭以每秒 0.1 kg
的水量流入桶中 , 略水的初速 , 則在第 4 秒末, 磅枰的讀數為若干 kgw?
(Ans)1.5
(3).手持一長度 L , 質量 m , 密度均勻之細鐵鍊下端輕觸一彈簧秤 , 今將鐵鍊放開 ,
令其自由墬下落於秤盤。如秤盤質量不計且彈簧不壓縮 鐵鍊不反跳則磅秤最大讀數為 ?
(Ans)3mg
[瓶頸]
想問
一.用第1題的答案帶入第2題數值再算讀數答案是1.4 不知道是哪裡算錯?
二.第1和第3題想用 F=m dv/dt + v dm/dt 計算 , 該怎麼算?
m dv/dt v dm/dt dt 又各代表物體的甚麼?
以下是我的想法
m = 落下部分的總質量(也就是最後落地的總值量)
dv/dt = ??
v = 落下部分可達度大速度
dm/dt = 每秒落地的質量
dt = 整個過程的時間
可以比較一下1&3的上述各部份嗎?
此外落下部分鐵鍊各部分不在同高度而水都是從同一高度落下
鐵鍊的速度要怎代??
想很久想不出來 希望有高手能幫忙 謝謝
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