12.06.2014 16:02:05 [LoadLibraries] begin:
12.06.2014 16:02:05 [CreateUserFunction] Psi - [DIGAMMA.DLL] [ z ] Digamma function for complex z
12.06.2014 16:02:05 [LoadLibraries] D:\FHB\Software\SMath\2014 05 03 SMath and Maxima\extensions\plugins\91a20d24-c30b-4774-9b1b-4d502a80420f\1.0.4977.35617\userefi\DIGAMMA.DLL loaded.
12.06.2014 16:02:05 [CreateUserFunction] kronecker - [KRONECKR.DLL] [ M,N ] Kronecker product of a square matrix M and a square matrix N
12.06.2014 16:02:05 [LoadLibraries] D:\FHB\Software\SMath\2014 05 03 SMath and Maxima\extensions\plugins\91a20d24-c30b-4774-9b1b-4d502a80420f\1.0.4977.35617\userefi\KRONECKR.DLL loaded.
12.06.2014 16:02:05 [CreateUserFunction] H1v - [mathlib.dll] [ v,z ] Hankel function of real order v and complex argument z (1st kind). Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] H2v - [mathlib.dll] [ v,z ] Hankel function of real order v and complex argument z (2nd kind). Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Jv - [mathlib.dll] [ v,z ] Bessel function of real order v and complex argument z. Argument z is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Yv - [mathlib.dll] [ v,z ] Neumann function of real order v and complex argument z. Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Iv - [mathlib.dll] [ v,z ] Modified Bessel function of real order v and complex argument z. Argument z is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Kv - [mathlib.dll] [ v,z ] Modified Bessel function of the third kind of real order v and complex argument z. Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] jv - [mathlib.dll] [ v,x ] Spherical Bessel function of real order v and complex argument z. Argument z is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] yv - [mathlib.dll] [ v,x ] Spherical Neumann function of real order v and complex argument z. Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] h1v - [mathlib.dll] [ v,x ] Spherical Hankel function of real order v and complex argument z (1st kind). Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] h2v - [mathlib.dll] [ v,x ] Spherical Hankel function of real order v and complex argument z (2nd kind). Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Ai - [mathlib.dll] [ x ] First Airy function, solution of the differential equation y"=xy. The argument can be complex
12.06.2014 16:02:05 [CreateUserFunction] Bi - [mathlib.dll] [ x ] Second Airy function, solution of the differential equation y"=xy. The argument can be complex
12.06.2014 16:02:05 [CreateUserFunction] Aip - [mathlib.dll] [ x ] Derivative of the first Airy function, solution of the differential equation y"=xy. The argument can be complex
12.06.2014 16:02:05 [CreateUserFunction] Bip - [mathlib.dll] [ x ] Derivative of the second Airy function, solution of the differential equation y"=xy. The argument can be complex
12.06.2014 16:02:05 [CreateUserFunction] Struve - [mathlib.dll] [ v,x ] Computes the Struve function of real order v and real argument x. Negative x is rejected unless v is an integer.
12.06.2014 16:02:05 [CreateUserFunction] H1e - [mathlib.dll] [ v,z ] Exponentially scaled Hankel function of real order v and complex argument z (1st kind). Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] H2e - [mathlib.dll] [ v,z ] Exponentially scaled Hankel function of real order v and complex argument z (2nd kind). Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Je - [mathlib.dll] [ v,z ] Exponentially scaled Bessel function of real order v and complex argument z. Argument z is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Ye - [mathlib.dll] [ v,z ] Exponentially scaled Neumann function of real order v and complex argument z. Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Ie - [mathlib.dll] [ v,z ] Exponentially scaled modified Bessel function of real order v and complex argument z. Argument z is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Ke - [mathlib.dll] [ v,z ] Exponentially scaled modified Bessel function of the third kind of real order v and complex argument z. Argument z must be nonzero and is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Ae - [mathlib.dll] [ x ] Exponentially scaled first Airy function of complex argument.
12.06.2014 16:02:05 [CreateUserFunction] Be - [mathlib.dll] [ x ] Exponentially scaled second Airy function of complex argument.
12.06.2014 16:02:05 [CreateUserFunction] Aep - [mathlib.dll] [ x ] Exponentially scaled derivative of first Airy function of complex argument.
12.06.2014 16:02:05 [CreateUserFunction] Bep - [mathlib.dll] [ x ] Exponentially scaled first derivative of second Airy function of complex argument.
12.06.2014 16:02:05 [CreateUserFunction] lgam - [mathlib.dll] [ z ] Natural logarithm of gamma function. Argument z is considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] rgam - [mathlib.dll] [ x ] Returns one divided by the gamma function of the argument.
12.06.2014 16:02:05 [CreateUserFunction] binomial - [mathlib.dll] [ a,k ] Binomial coefficient, a is real k must be a non negative integer.
12.06.2014 16:02:05 [CreateUserFunction] beta - [mathlib.dll] [ x,y ] Beta function or Euler's integral of the first kind.  The arguments can be complex
12.06.2014 16:02:05 [CreateUserFunction] lbeta - [mathlib.dll] [ x,y ] Natural logarithm of beta function. Arguments are considered in the cut plane -pi < arg(z) <= pi.
12.06.2014 16:02:05 [CreateUserFunction] Psi - [mathlib.dll] [ z ] Logarithmic derivative of the gamma function. The argument can be complex
12.06.2014 16:02:05 [CreateUserFunction] igam - [mathlib.dll] [ a,x ] Incomplete gamma integral; both arguments must be real and positive.
12.06.2014 16:02:05 [CreateUserFunction] igamc - [mathlib.dll] [ a,x ] Complemented incomplete gamma integral; both arguments must be real and positive.
12.06.2014 16:02:05 [CreateUserFunction] igami - [mathlib.dll] [ a,x ] Inverse of complemented imcomplete gamma integral of real arguments.
12.06.2014 16:02:05 [CreateUserFunction] ibeta - [mathlib.dll] [ a,b,x ] Incomplete beta integral; the domain of definition is 0<=x<=1, a>0 and b>0.
12.06.2014 16:02:05 [CreateUserFunction] ibetai - [mathlib.dll] [ a,b,x ] Inverse of incomplete beta integral; the domain of definition is a>0 and b>0.
12.06.2014 16:02:05 [CreateUserFunction] hyp1f1 - [mathlib.dll] [ a,b,x ] Confluent hypergeometric function 1F1 with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] hyp2f0 - [mathlib.dll] [ a,b,x ] Hypergeometric function 2F0 with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] hyp2f1 - [mathlib.dll] [ a,b,c,x ] Gauss hypergeometric function 2F1 with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] hyp1f2 - [mathlib.dll] [ a,b,c,x ] Hypergeometric function 1F2 with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] hyp3f0 - [mathlib.dll] [ a,b,c,x ] Hypergeometric function 3F0 with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] LegendreE - [mathlib.dll] [ x,k ] Legendre's canonical incomplete elliptic integral of the second kind with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] LegendreF - [mathlib.dll] [ x,k ] Legendre's canonical incomplete elliptic integral of the first kind with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] LegendreEc - [mathlib.dll] [ k ] Legendre's complete elliptic integral of the second kind with real argument.
12.06.2014 16:02:05 [CreateUserFunction] LegendreEc1 - [mathlib.dll] [ k ] Associated Legendre's complete elliptic integral of the second kind with real argument.
12.06.2014 16:02:05 [CreateUserFunction] LegendreKc - [mathlib.dll] [ k ] Legendre's complete elliptic integral of the first kind with real argument.
12.06.2014 16:02:05 [CreateUserFunction] LegendreKc1 - [mathlib.dll] [ k ] Associated Legendre's complete elliptic integral of the first kind with real argument.
12.06.2014 16:02:05 [CreateUserFunction] LegendreP - [mathlib.dll] [ x,n,k ] Legendre's canonical incomplete elliptic integral of the third kind with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] LegendrePc - [mathlib.dll] [ n,k ] Legendre's complete elliptic integral of the third kind with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] LegendrePc1 - [mathlib.dll] [ n,k ] Associated Legendre's complete elliptic integral of the third kind with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] Rf - [mathlib.dll] [ x,y,z ] Carlson's incomplete elliptic integral of the first kind with real arguments.
12.06.2014 16:02:05 [CreateUserFunction] Rd - [mathlib.dll] [ x,y,z ] Carlson's incomplete elliptic integral of the second kind with real argument.
12.06.2014 16:02:05 [CreateUserFunction] Rj - [mathlib.dll] [ x,y,z,p ] Carlson's incomplete elliptic integral of the third kind with real argument.
12.06.2014 16:02:05 [CreateUserFunction] sn - [mathlib.dll] [ u,k ] Jacobian elliptic functions sn(u,k) of real arguments.
12.06.2014 16:02:05 [CreateUserFunction] cn - [mathlib.dll] [ u,k ] Jacobian elliptic functions cn(u,k) of real arguments.
12.06.2014 16:02:05 [CreateUserFunction] dn - [mathlib.dll] [ u,k ] Jacobian elliptic functions dn(u,k) of real arguments.
12.06.2014 16:02:05 [CreateUserFunction] phi - [mathlib.dll] [ u,k ] Amplitude of jacobian elliptic functions phi(u,k) of real arguments.
12.06.2014 16:02:05 [CreateUserFunction] Dawson - [mathlib.dll] [ x ] Dawson's Integral of real argument.
12.06.2014 16:02:05 [CreateUserFunction] FresnelC - [mathlib.dll] [ x ] Fresnel integral C(x) of real argument.
12.06.2014 16:02:05 [CreateUserFunction] FresnelS - [mathlib.dll] [ x ] Fresnel integral S(x) of real argument.
12.06.2014 16:02:05 [CreateUserFunction] dilog - [mathlib.dll] [ x ] Dilogarithm function of real argument.
12.06.2014 16:02:05 [CreateUserFunction] Zeta - [mathlib.dll] [ x ] Riemann zeta function of real argument. x must be positive
12.06.2014 16:02:05 [CreateUserFunction] Zeta2 - [mathlib.dll] [ x,q ] Riemann zeta function of two arguments. It is the sum, for k integer ranging from 0 to infinity, of (k+q)^-x where q is a positive integer and x > 1.
12.06.2014 16:02:05 [CreateUserFunction] Ei - [mathlib.dll] [ n,x ] Exponential integral Ei. n in an integer, x is real.
12.06.2014 16:02:05 [CreateUserFunction] Si - [mathlib.dll] [ x ] Sine integral of real argument.
12.06.2014 16:02:05 [CreateUserFunction] Ci - [mathlib.dll] [ x ] Cosine integral of real argument.
12.06.2014 16:02:05 [CreateUserFunction] Shi - [mathlib.dll] [ x ] Hyperbolic sine integral of real argument.
12.06.2014 16:02:05 [CreateUserFunction] Chi - [mathlib.dll] [ x ] Hyperbolic cosine integral of real argument.
12.06.2014 16:02:05 [CreateUserFunction] Plm - [mathlib.dll] [ l,m,x ] First kind Legendre polynomials and associated functions of degree l and integer order m. Plm(l,m,x) = (-1)^m (1-x^2)^(m/2) d^m( Pn(n,x) )/dx^m where l and x must be real and Pn(n,x) is the Legendre polynomial.
12.06.2014 16:02:05 [CreateUserFunction] Qlm - [mathlib.dll] [ l,m,x ] Second kind Legendre functions of degree l, integer order m and argument 0<=x<1. 
12.06.2014 16:02:05 [CreateUserFunction] plm - [mathlib.dll] [ l,m,x ] Normalized first kind Legendre polynomials and associated functions of integer degree l and integer order m.
12.06.2014 16:02:05 [CreateUserFunction] Ylm - [mathlib.dll] [ l,m,theta,phi ] Spherical harmonic of integer degree l, integer order m, latitude theta in [-PI,PI] and longitude phi.
12.06.2014 16:02:05 [CreateUserFunction] Yl - [mathlib.dll] [ l,theta,phi ] Sequence of spherical harmonic of integer degree l, integer order m=0..l, latitude theta in [-PI,PI] and longitude phi.
12.06.2014 16:02:05 [CreateUserFunction] round - [mathlib.dll] [ x ] Round real x to nearest or even integer number.
12.06.2014 16:02:05 [CreateUserFunction] signum - [mathlib.dll] [ x ] Sign of x.
12.06.2014 16:02:05 [CreateUserFunction] csgn - [mathlib.dll] [ x ] Complex sign of x.
12.06.2014 16:02:05 [CreateUserFunction] sfact - [mathlib.dll] [ n ] Semifactorial of integer n.
12.06.2014 16:02:05 [CreateUserFunction] mask - [mathlib.dll] [ x ] Masks and unmasks the partial loss of precision error. If called with x = 0 that error message is disabled, if called with x != 0 that error message is enabled. Returns the previous state; default is unmasked.
12.06.2014 16:02:05 [LoadLibraries] D:\FHB\Software\SMath\2014 05 03 SMath and Maxima\extensions\plugins\91a20d24-c30b-4774-9b1b-4d502a80420f\1.0.4977.35617\userefi\mathlib.dll loaded.
12.06.2014 16:02:05 [CreateUserFunction] Tsat_p - [Steamtables.dll] [ a ] Saturation temperature
12.06.2014 16:02:05 [CreateUserFunction] T_ph - [Steamtables.dll] [ a, b ] Temperture as a function of pressure and enthalpy
12.06.2014 16:02:05 [CreateUserFunction] T_ps - [Steamtables.dll] [ a, b ] Temperture as a function of pressure and entropy
12.06.2014 16:02:05 [CreateUserFunction] T_hs - [Steamtables.dll] [ a, b ] Temperture as a function of enthalpy and entropy
12.06.2014 16:02:05 [CreateUserFunction] psat_T - [Steamtables.dll] [ a ] Saturation pressure
12.06.2014 16:02:05 [CreateUserFunction] p_hs - [Steamtables.dll] [ a, b ] Pressure as a function of h and s
12.06.2014 16:02:05 [CreateUserFunction] p_hrho - [Steamtables.dll] [ a, b ] Pressure as a function of enthalpy and density
12.06.2014 16:02:05 [CreateUserFunction] hV_p - [Steamtables.dll] [ a ] Saturated vapour enthalpy
12.06.2014 16:02:05 [CreateUserFunction] hL_p - [Steamtables.dll] [ a ] Saturated liquid enthalpy
12.06.2014 16:02:05 [CreateUserFunction] hV_T - [Steamtables.dll] [ a ] Saturated vapour enthalpy
12.06.2014 16:02:05 [CreateUserFunction] hL_T - [Steamtables.dll] [ a ] Saturated liquid enthalpy
12.06.2014 16:02:05 [CreateUserFunction] h_pT - [Steamtables.dll] [ a, b ] Entalpy as a function of pressure and temperature
12.06.2014 16:02:05 [CreateUserFunction] h_ps - [Steamtables.dll] [ a, b ] Entalpy as a function of pressure and entropy
12.06.2014 16:02:05 [CreateUserFunction] h_px - [Steamtables.dll] [ a, b ] Entalpy as a function of pressure and vapour fraction
12.06.2014 16:02:05 [CreateUserFunction] h_Tx - [Steamtables.dll] [ a, b ] Entalpy as a function of temperature and vapour fraction
12.06.2014 16:02:05 [CreateUserFunction] h_prho - [Steamtables.dll] [ a, b ] Entalpy as a function of pressure and density. Observe for low temperatures (liquid) this equation has 2 solutions. (Not valid!!)
12.06.2014 16:02:05 [CreateUserFunction] vV_p - [Steamtables.dll] [ a ] Saturated vapour volume
12.06.2014 16:02:05 [CreateUserFunction] vL_p - [Steamtables.dll] [ a ] Saturated liquid volume
12.06.2014 16:02:05 [CreateUserFunction] vV_T - [Steamtables.dll] [ a ] Saturated vapour volume
12.06.2014 16:02:05 [CreateUserFunction] vL_T - [Steamtables.dll] [ a ] Saturated liquid volume
12.06.2014 16:02:05 [CreateUserFunction] v_pT - [Steamtables.dll] [ a, b ] Specific volume as a function of pressure and temperature.
12.06.2014 16:02:05 [CreateUserFunction] v_ph - [Steamtables.dll] [ a, b ] Specific volume as a function of pressure and enthalpy
12.06.2014 16:02:05 [CreateUserFunction] v_ps - [Steamtables.dll] [ a, b ] Specific volume as a function of pressure and entropy.
12.06.2014 16:02:05 [CreateUserFunction] rhoV_p - [Steamtables.dll] [ a ] Saturated vapour density
12.06.2014 16:02:05 [CreateUserFunction] rhoL_p - [Steamtables.dll] [ a ] Saturated liquid density
12.06.2014 16:02:05 [CreateUserFunction] rhoV_T - [Steamtables.dll] [ a ] Saturated vapour density
12.06.2014 16:02:05 [CreateUserFunction] rhoL_T - [Steamtables.dll] [ a ] Saturated liquid density
12.06.2014 16:02:05 [CreateUserFunction] rho_pT - [Steamtables.dll] [ a, b ] Density as a function of pressure and temperature.
12.06.2014 16:02:05 [CreateUserFunction] rho_ph - [Steamtables.dll] [ a, b ] Density as a function of pressure and enthalpy
12.06.2014 16:02:05 [CreateUserFunction] rho_ps - [Steamtables.dll] [ a, b ] Density as a function of pressure and entropy.
12.06.2014 16:02:05 [CreateUserFunction] sV_p - [Steamtables.dll] [ a ] Saturated vapour entropy
12.06.2014 16:02:05 [CreateUserFunction] sL_p - [Steamtables.dll] [ a ] Saturated liquid entropy
12.06.2014 16:02:05 [CreateUserFunction] sV_T - [Steamtables.dll] [ a ] Saturated vapour entropy
12.06.2014 16:02:05 [CreateUserFunction] sL_T - [Steamtables.dll] [ a ] Saturated liquid entropy
12.06.2014 16:02:05 [CreateUserFunction] s_pT - [Steamtables.dll] [ a, b ] Specific entropy as a function of pressure and temperature (Returns saturated vapour entalpy if mixture.)
12.06.2014 16:02:05 [CreateUserFunction] s_ph - [Steamtables.dll] [ a, b ] Specific entropy as a function of pressure and enthalpy
12.06.2014 16:02:05 [LoadLibraries] D:\FHB\Software\SMath\2014 05 03 SMath and Maxima\extensions\plugins\91a20d24-c30b-4774-9b1b-4d502a80420f\1.0.4977.35617\userefi\Steamtables.dll loaded.
12.06.2014 16:02:05 [LoadLibraries] D:\FHB\Software\SMath\2014 05 03 SMath and Maxima\extensions\plugins\91a20d24-c30b-4774-9b1b-4d502a80420f\1.0.4977.35617\userefi\XSteam_V2.6b.dll loaded.
12.06.2014 16:02:05 [LoadLibraries] end.
