From: =?windows-1251?B?0e718ODt5e3uIFdpbmRvd3MgSW50ZXJuZXQgRXhwbG9yZXIgOA==?= Subject: StatPhys.html Date: Mon, 18 Jan 2010 23:24:53 +0300 MIME-Version: 1.0 Content-Type: multipart/related; type="text/html"; boundary="----=_NextPart_000_0000_01CA9895.70513640" X-MimeOLE: Produced By Microsoft MimeOLE V6.1.7600.16385 This is a multi-part message in MIME format. ------=_NextPart_000_0000_01CA9895.70513640 Content-Type: text/html; charset="windows-1251" Content-Transfer-Encoding: quoted-printable Content-Location: file://C:\Users\Nike\Downloads\StatPhys.html StatPhys.html

> #1 =E8 #2 = =ED=F3=E6=ED=EE =E7=ED=E0=F2=FC =E8=E7=20 =D2=E5=F0=C2=E5=F0=E0, =F2=E0=EA =F7=F2=EE =E8=F5 =FF = =EF=F0=EE=EF=F3=F9=F3

> #3 =

> Diff(H,q[i])=3D-Diff(p[i],t);

> Diff(H,p[i])=3DDiff(q[i],t);

3D"Diff(H,q[i])

3D"Diff(H,p[i])

> #4 =

> E(Delta*x^2)=3D2*Dt;=20

> D=3D1/2*E(Delta*x[1]^2)/(Delta*t);

3D"E(Delta*x^2)

3D"D

> #5 =

> pv=3Dnu*R*T;

3D"pv

> #6 =

> Diff(omega,t)=3DSum(Diff(H,q[i])*Diff(w,p[i])-Diff(H,p[i]= )*Diff(w,q[i]),i=3D1..n);=20

> #7 =

> omega(z)=3DC*delta(H(z)-E);

3D"omega(z)

> #8 =

> omega(z)=3DC*exp(-H(z)/kT);

3D"omega(z)

> #9 =

> omega(z)=3DC*exp(-m[0]*V[0]/2/k/T);

3D"omega(z)

> #10 =

> omega(z)=3DC*exp(-=CF(z)/k*T);

3D"omega(z)

> #11 =

> E(Diff(H,z[alpha])*z[beta])=3Dsigma[alpha,beta]*k*T;

> #12 =

> lambda=3D1/(sqrt(2)*Pi*sigma^2*n[0]);

3D"lambda

> #13 =

> Diff(n,t)=3DD*Diff(n,x,x);

3D"Diff(n,t)

> #14 =

> (Delta*Q)/(`S*Delta`*t)=3D-kappa*Diff(T,x),`Delta t=20 aka`*Delta*t;

> #15 =

> c=3DDiff(Q,T);

3D"c

> #16 =

> C[p]-C[v]=3DR;

3D"C[p]-C[v]

> #17 =

> dQ=3DdU+dA;

3D"dQ

> #18 =

> eta=3D(T[`+`]-T[`-`])/T[`+`];

> T[`+`]*` - = =F2=E5=EC=EF=E5=F0=E0=F2=F3=F0=E0=20 =ED=E0=E3=F0=E5=E2=E0=F2=E5=EB=FF, `*T[`-`]*` - = =F2=E5=EC=EF=E5=F0=E0=F2=F3=F0=E0 = =EE=F5=EB=E0=E4=E8=F2=E5=EB=FF`;

3D"eta

> #19 =

> dS>=3DdQ/T;

3D"dQ/T

> #20 =

> dS=3DdQ/T;

3D"dS

> #21 =

> S=3D-k*E(ln(omega(z)))+S[0];

3D"S

> #22 =

> S=3Dnu*(C[v]*ln(T)+R*ln(V))+S[0];

3D"S

> #23 =

> F=3DU-T*S;

3D"F

> #24 =

> z(T,a)=3DInt(exp(-H(z,a)/k/T),z);

3D"z(T,a)

> #25 =

> omega(B)=3DC*exp(S[ksi](abs(B))/k)*` =C2 =FD=F2=EE=E9 = =F4=EE=F0=EC=F3=EB=E5 =FF =ED=E5=20 =F3=E2=E5=F0=E5=ED`;

> #26 =

> '(p+a/V^2)(V-b)'=3DR*T;

3D"(p+a/(V^2))(V-b)

> =D7=F2=EE = =F2=E0=EA=EE=E5 #27 =E8 #28 =FF =F2=E0=EA =E4=EE=20 =EA=EE=ED=F6=E0 =E8 =ED=E5 =EF=EE=ED=FF=EB, =F2=E0=EA =F7=F2=EE =E8=F5 = =EF=E8=F1=E0=F2=FC =FF =ED=E5 =E1=F3=E4=F3 =

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