how to rewrite this equation, I've try looking at the maxwells relation but there is no ∂H/∂V
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Use Maxwell's relation and fundamental equations to rewrite the thermodynamic expression
Use Theorem 6.2 to rewrite the given equation in the other form. That is rewrite the exponential equation as a logarithmic equation and rewrite the logarithmic equation as an exponential equation. log3 x = -2 Theorem 6.2. Properties of Logarithmic Functions: Suppose f(x) = log, (a). • The domain of f is (0,00) and the range of f is (-0,0). . (1,0) is on the graph of S and r=0 is a vertical asymptote of the graph of J. ....
3. (a) Rewrite the given expression as a sum whose generic term x . ∞∞ i. x ? nanxn−1 + ? akxk n=1 k=0 ∞∞ ? n−1 ? n ii. nanx + x anx n=1 n=0 (b) Determine the an so that the equation ∞∞ ?nanxn−1 +2?anxn =0 n=1 n=0 is satisfied. Try to identify the function represented by the series ?∞ n n=0 anx . use differential equations method ii. narx"-1+ranxa 3. (a) Rewrite the given expression as a...
Derive the following relation: h/mec (1 − cos θ) = λ ′ − λ It is suggested you use the following strategy: First, use the momentum equations and the relation cos2 φ + sin2 φ = 1 to eliminate φ. Next use the energy equation and the relativistic relation E^2 = m^2 c^4 + p^2 c^2 to find an expression for the square of the momentum of the electron that does not depend on v (or γ). Finally, use this...
By considering the volume V and entropy S as the two independent variables in the thermodynamic equation dE = TdS−PdV , derive the Maxwell relation between the derivatives ∂T/ ∂V and ∂P/ ∂S .
i have to present the relation of Arrhenius equation to Boltzmann contant. i know the equations for both but how do they relate
Please assist in solving this 2.3 Use the general ideal equation PV = nRT to derive the relation between pressure and V- qamma volume where 6 = 1 [7]
Many times it is useful re-writing partial differential thermodynamic expressions in different forms using the total differentials for E, H, F. and G. The total differentials of E, H, F, and G are: dE = TDS – PdV + udn dH = TDS + VDP + udn dF = -SDT – PdV + udn dG = -SDT + VdP + udn - Part A Rewrite the following expression in terms of S, T, P, V.1, 11, Q, CAm, and/or Cvm,...
how did we get the following equation (1.9) from maxwells equations at e at where p is the density of free charges and j is the density of currents at a point where the electric and magnetic fields are evaluated. The parameters and are constants that determine the property of the vacuum and are called the electric permittivity and magnetic permeability respectively The parameter c-1/olo and its numerical value is equal to the speed of light in vacuum,c 3 x...
2(P1-P) B4) Where (1 mark) (iii) Based on relation 1 above, write an expression for the volume flow rate for the two cases: a) Ignoring losses (0.5 mark) b) Accounting for the losses at the obstruction (0.5 mark) (iv) The value of The value of C (coefficient of discharge) depends on both B and the Reynolds number. Discuss this statement considering various types of obstruction meters. (0.5 mark) (V) The flow rate of methanol at 20°C (p=788.4 kg/m3 and -5.857...
3. A circuit contains a switch, a switch is closed at t0 = 10 V battery, a Imax-20 A fuse, and a L = 5.0 H inductor. The ImAx (a) Write a loop equation for the circuit to find a relation between dI/dt, L and ε (b) Integrate the result of part a to find the I at a function of time t with parameters to fully specify I(t) you must consider the initial value of the current. and L....