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发表于 24-2-2009 07:42 PM
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超闷的,最怕就是physisc 了。。physics 厉害的或喜欢physisc 的人。。你们可以集合在这里吗?
今年考stpm 的人。。 靠补习完全不靠学校的physisc 生。。请来这里救救我。。。 |
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发表于 18-3-2009 11:03 AM
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Chapter 14, Kinetic theory of gases. (front part)
A narrow tube of negligible volume connects two vessels, one having three times the volume of the other. Initially the whole system is filled with a gas at a pressure of 1.05*10^5 Pa and a temperature of 290K. The smaller vessel is now cooled to 250K and the larger heated to 400K. Find the final pressure in the system.
[Ans: 1.26*10^5Pa]
我不明白final pressure 的意思...
physisc 高手来帮帮我。。 |
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发表于 18-3-2009 11:51 AM
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回复 162# Yutaka 的帖子
final pressure 的意思就是最后整个system的pressure loh.
要做这一题就要懂整个system的number of mole 没有变。
let V_small=V
V_large=3V
P_initial=1.05*10^5
T_initial=290K
PV=nRT
V_total=4V
n=P_initial*V_total / RT_initial
=4VP_initial / RT_initial
when the smaller vessel is now cooled to 250K and the larger heated to 400K.
the pressure in both vessel is the same.
so let the final pressure be P_final.
the number of mole in smaller vessel be n_small
the number of mole in larger vessel be n_large
then , n_small=VP_final/R(250)
n_large=3VP_final/R(400)
Since the intial number of mole = final number of mole
n_small+n_large=n
VP_final/R(250) + 3VP_final/R(400) = 4VP_initial / RT_initial (cancelled V and R)
P_final/250 + 3P_final/400 =4(1.05*10^5)/290
solve P_final. |
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发表于 18-3-2009 12:24 PM
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回复 163# hihi23 的帖子
我不是很明白这个问题的concept..
如果initial 的pressure of two vessel 是不一样呢?
或是initial的 temperature of two vessels 是不一样的。。
还能算的吗?
我先说谢谢。。。  |
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发表于 18-3-2009 12:43 PM
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是不是说把 initial 的放在一起。。 final 的放在一起。。
然后用 mole 是一样的concept , 就可以solve? |
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发表于 14-5-2009 09:21 PM
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发表于 20-5-2009 06:43 PM
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1. The air resistance ,F on a vehicle depends on the velocity,v of the vehicle,the density of air,ℓ and the cross-sectional area of the vehicle,A.
Derive an expression which relates F,V,ℓ and A.
2. The period of oscillation,T of a drop of liquid is given by the formula T=ka^xℓ^yγ^8 where k is a dimensionless constant,a is the radius of the drop ,ℓis the density andγ is surface tension of the liquid with dimension MT^-2.Determine the actual formula by using dimension analysis.
请高手帮忙解答!!! 谢谢!!! |
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发表于 24-6-2009 09:38 PM
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原帖由 笨蛋一个 于 12-2-2009 01:04 PM 发表 
你是指F=GMm/r^2?
那个formula不是proof来的
而是experiment和观察做出来的结果
听说好像是做梦时周公跟他说的
周公说的就没有听说过
不过,都是proportional的东西 |
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发表于 28-6-2009 04:24 PM
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回复 167# liauzh 的帖子
2. T=k a^x ℓ^y γ^8
is the power of γ = z ? I do the question according to z.. because acc. to 8, cannot do..
[T]=k [a^x] [ℓ^y] [γ^z]
s = (m ^x) [(kg m^-3)^y] [(kg s^-2)^z]
s = kg ^ (y+z) m ^(x-3y) s ^-2z
-2z = 1
z = -1/2
y+z =0
y = 1/2
x-3y = 0
x =3/2
Hence, T=k a^(3/2) ℓ^(1/2) γ^(-1/2)
Please correct me if i did wrong. Thank you |
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发表于 28-6-2009 04:41 PM
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回复 167# liauzh 的帖子
1.Let F =V^x ℓ^y A^z
[F] =[V]^x [ℓ]^y [A]^z
kg m s^-2 = (m s^-2)^x (kg m^-3)^y (m^2)^z
kg m s^-2 = kg^y m^(x-3y+2z) s^-x
y = 1, x =2, 2-3+2z= 1
z = 1
Hence, the formula would be F =V^2 ℓA |
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发表于 13-7-2009 09:20 PM
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what are the question might come out this year? |
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发表于 24-7-2009 10:02 AM
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不好意思,我想请问物理第一课的那四个velocity的equation是什么?我需要用到却忘了。 |
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发表于 24-7-2009 08:13 PM
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linear motion law:v=u+at v square=u square+2as s=0.5{u+v}t s=ut+0.5atsquare |
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发表于 25-7-2009 12:19 AM
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介绍大家Federal的练习书 |
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发表于 5-8-2009 03:55 PM
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发表于 7-8-2009 07:23 PM
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发表于 8-8-2009 02:35 PM
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原帖由 歆 于 7-8-2009 07:23 PM 发表 
哦。。那有什么好介绍呢?
本人现在用着federal的
hm.....雖然很多 out of syllabus de.. 不過我覺得federal 的還是最好的.. |
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发表于 8-8-2009 03:42 PM
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原帖由 Dicardo 于 8-8-2009 14:35 发表 
hm.....雖然很多 out of syllabus de.. 不過我覺得federal 的還是最好的..
哈哈,原来。。。 |
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发表于 8-8-2009 03:58 PM
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原帖由 歆 于 8-8-2009 03:42 PM 发表 
哈哈,原来。。。
哦,對了。。
我那過federal的chemistry 去問老師,她說裏面很多都是新加坡的syllabus...  |
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发表于 8-8-2009 05:04 PM
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原帖由 Dicardo 于 8-8-2009 15:58 发表 
哦,對了。。
我那過federal的chemistry 去問老師,她說裏面很多都是新加坡的syllabus...
我倒是没用federal的chemistry |
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