Recent content by poiuyt
-
P
Finite T transverse magnetization of transverse Ising chain
Homework Statement Consider the transverse field Ising model, with $$H=-J\sum_i\left(\sigma^x_i\sigma^x_{i+1}+g\sigma^z_i\right)$$ I have to calculate the magnetization $$\langle\sigma_z\rangle$$ at finite temperature. Homework EquationsThe Attempt at a Solution I have to say, I'm a bit lost.- poiuyt
- Thread
- Chain Finite Ising model Magnetization Transverse
- Replies: 1
- Forum: Advanced Physics Homework Help
-
P
Elastic balloon of volume V in vacuum
Ok, one half gets F=pπr2 because the area is effectively just the one of the equator (right?). The force that holds together the two halves is the circle 2πr times the tension T. So you get p=2T/r. Then you have exactly the same calculation, but with a 2 instead of a 3: V = (Nkτ/2T)3/2(4π/3)-1/2...- poiuyt
- Post #5
- Forum: Introductory Physics Homework Help
-
P
Elastic balloon of volume V in vacuum
maybe like this: dA/dV should go like 1/dr where r is the radius. If you do it for the whole balloon this is A/V=3/r. So effectively you get p = 3T/r = 3T (4π/3)1/3 V-1/3 then you plug this in the ideal gas law (I call the temperature τ) and you get pV=3T (4π/3)1/3 V-1/3 V = Nkτ and solving...- poiuyt
- Post #3
- Forum: Introductory Physics Homework Help
-
P
Elastic balloon of volume V in vacuum
Homework Statement Take an elastic balloon of volume V in vacuum. The surface of the balloon has tension T. Find the pressure inside the balloon in terms of V and T, then combine this to the ideal gas law to find an expression for V. Homework Equations See below The Attempt at a Solution I...- poiuyt
- Thread
- Balloon Elastic Vacuum Volume
- Replies: 4
- Forum: Introductory Physics Homework Help