derive clausious mossotti equation
Logarithmic equation
Clausius Inequality is not only for reversible process Since overall (system + surrounding) entropy always increase. (∆s) system + surrounding ≥ 0 For a cyclic process (∆s) system = 0 So (∆s) surrounding ≥ 0 Note that in cyclic integral of (dQ/T) dQ is positive for heat entering system form surrounding. So for surrounding change in entropy after a cyclic process is given by cyclic integral of (-dQ/T) which is ≥ 0 Thus cyclic integral of (dQ/T) ≤ 0
what is the equation
The equation is "What = ?"
If this value a satisfy the equation, then a is a solution for that equation. ( or we can say that for the value a the equation is true)
It is the same thing as the Lorenz-Lorentz Law and relates the index and the density of gases and liquids. At lower frequencies it is called Clausius-Mossotti relation
Clausius-Claperyon equation
Ottaviano-Fabrizio Mossotti was born on 1791-04-17.
Ottaviano-Fabrizio Mossotti died on 1863-03-20.
V.G Mossotti has written: 'The effect of selected cleaning techniques on Berkshire Lee marble : a scientific study at Philadelphia City Hall / by V.G. Mossotti [and others]' -- subject(s): Marble - Cleaning
It stands for euler's number. Its a mathematical constant with the value of approximately 2.72. (Like the value of π(pi) is 3.14, the value of e is 2.72) In the Clausius-Clapeyron equation the "ln"(natural logarithm) is the inverse of "e" e^x = (y) ln(y)=x
you can use the Clausius-Clapeyron equation if you know the temperature of hexane at 1.5 ATM
Rudolf Clausius was born on January 2, 1822.
Rudolf Clausius was born on January 2, 1822.
Rudolf Clausius died on August 24, 1888 at the age of 66.
Rudolf Clausius died on August 24, 1888 at the age of 66.
Yes. The word, as Clausius noted, was coined by him from the Greek toe, or transformation