X=(μp*pp)/(μg*(p-pp)) μg=29, μp=18
φ=pw/pwn
pw=p*x/(0,622+x) x=0,622*pw/(p-pw)
pw=pwn(tm)-A(ts-tm)p
pwn(tm)=611,2exp*17,62tm/(243,12+tm)
A=0,000678(1+0,00115tm)
Ψ=x/xn ψ=φ(p-pwn)/(p-pw) st nasycenia
φ=[0,002167p(1+x)]/[Ts(x+0,622)]
i=1,005ts+x(2501,6+1,86ts)
ts=(i-2501,6x)/(1,005+1,86x)
td=[243,12ln(pw/611,2)]/[17,62-ln(pw/611,2)]
x3=(x1*m1+x2*m2)/(m1+m2)
Q=Cp*∆t*m/(1+x)=Cp*∆t*(V*ρ)/(1+x)
mps=m/(1+x)=(V*ρ)/(1+x)
E=(i2-i1)/(i3-i1)= (x2-x1)/(x3-x1)
E=∆i/∆x
i2=i1+iH2O*∆x
Q=(i2-ii)*m
BF=(xB-xC)/(xA-xC)= (iB-iC)/(iA-iC)
CF=(xA-xB)/(xA-xC)= (iA-iB)/(iA-iC)
i2=i1+ipary
ipary=2500+1,86tpary
xB=xA+mpw=xA+mpary/mps
mH2O=∆x*mps
m=V*ρ*[%]
in=( i1*m1+22*m2)/(m1+m2)
X=(μp*pp)/(μg*(p-pp)) μg=29, μp=18
φ=pw/pwn
pw=p*x/(0,622+x) x=0,622*pw/(p-pw)
pw=pwn(tm)-A(ts-tm)p
pwn(tm)=611,2exp*17,62tm/(243,12+tm)
A=0,000678(1+0,00115tm)
Ψ=x/xn ψ=φ(p-pwn)/(p-pw) st nasycenia
φ=[0,002167p(1+x)]/[Ts(x+0,622)]
i=1,005ts+x(2501,6+1,86ts)
ts=(i-2501,6x)/(1,005+1,86x)
td=[243,12ln(pw/611,2)]/[17,62-ln(pw/611,2)]
x3=(x1*m1+x2*m2)/(m1+m2)
Q=Cp*∆t*m/(1+x)=Cp*∆t*(V*ρ)/(1+x)
mps=m/(1+x)=(V*ρ)/(1+x)
E=(i2-i1)/(i3-i1)= (x2-x1)/(x3-x1)
E=∆i/∆x
i2=i1+iH2O*∆x
Q=(i2-ii)*m
BF=(xB-xC)/(xA-xC)= (iB-iC)/(iA-iC)
CF=(xA-xB)/(xA-xC)= (iA-iB)/(iA-iC)
i2=i1+ipary
ipary=2500+1,86tpary
xB=xA+mpw=xA+mpary/mps
mH2O=∆x*mps
m=V*ρ*[%]
in=( i1*m1+22*m2)/(m1+m2)