Based on the information presented earlier (simultaneous equations 2 and 5) derive the expression below
ng=(mVg)/44.04(0.020RTVa+Vg)
equation 2: na+ng=m/44.01
equation 5: na/Va=k * (ngRT)/(Vg)
this was all the information i was given
Based on the information presented earlier (simultaneous equations 2 and 5) derive the expression below ng=(mVg)/44.04(0.020RTVa+Vg)...
Problem Two: (Based on Chapra, Problems 12.9 Consider the simultaneous nonlinear equations: 2-5-y y+i- 1. Plot the equations and identify the solution graphically. Page 1 of 2 2. Solve the system of equations using successive substitution, starting with the initial guess xo-y-1.5. Show two complete iterations. Evaluate &s for the second iteration. 3. Redo Part 2 using Newton-Raphson method . Automate the solutions in Parts 2 and 3 using MATLAB scripts 5. Solve the system of nonlinear equations by calling...
(a) i) Use the steady-state approximation to derive the expression below for the rate of a free radical polymerisation, –d[M]/dt = kp[M](kdf[I]/kt) ½ ii) Given kd = 1015.2, e ^–128 kJmol–1/RT s –1, and f = 0.7 for AIBN, kp = 107.906, e ^–35.70 kJ mol–1/RT M – 1 s –1 for butadiene, and the data below, what is kt for polymerisation of butadiene in this system? [Butadiene] (M) [AIBN] (M) Rate (M s–1 ) T (°C) 0.85 1.59 x...
Could you please help me to derive the two equations below? T= 2*pi*sqrt(m/k) T=2*pi*sqrt(l/g)
ints) For the following mechanism: a. Determine the number of links in the mechanism b. Determine the total joint order in the mechanism c. Determine the number of loops required for this mechanism d. Determine the mobility of this mechanism e. Draw an appropriate vector loop for this mechanism f. Write the vector loop equation(s) in vector form. g. Write the scalar components of the vector loop position equations. h. Determine any geometric constraint equations. i. Determine the scalar known(s)....
Question 1
1. Using an equation like equation 3, derive the expression for k given in equation 4. 2. What solvent mixture are you using in parts A-C? In part D? Whoat effect will the different solvent system used in part D have on the rate of reaction? Explain. 3. Given the Arrhenius equation (Equation 5) and the brief discussion of it below, how will you actually calculate Eact? In other words, show the equation you will use. (Eact ???)...
Based on the given below figure, write down the following three
equations
(1) PV cell current equation (Apply KCL)
(2) PV Cell voltage equation (Apply KVL)
(3) Diode Current Equation (From Diode Characteristics; this
equation will be vital to simulate I-V characteristics variation
with respect to temperature change.)
.Based on the given below figure, write down the following three equations (1) PV cell current equation (Apply KCL) (2) PV Cell voltage equation (Apply KVL) (3) Diode Current Equation (From Diode...
Use the relevant set of equations to derive the IS curve and graph it in the accompanying graph by moving points A and B to the correct locations Aggregate Demand I - Work It Out: Question 3 Consider an economy with the given equations. • Y=C+I+G • C = 78 +0.6(Y - T) . I = 150 - 10 CM' = Y - 150 • G= $30 • T = $30 • M = $800 • P = 2.0 ....
14. Based on the information given in Fig.-3, which of the following equations is not a consequence of Kirchhoff's Law? 4 V 20 3n Fig.-3 A. 9-1-212= 0 В. +l2-1 0 4-212-31 = 0 C. D. 5-1-3130 All of the above E. 240 6.00 15 V 6.00 6.00 9.00 6.00 Fig.-4 How many junctions are there in Fig.-4? 15. D. 6 C. 5 В) 3 A. 2 How many loops are there in Fig.-4? 16. c 5 D. 6 В....
Please derive the equations and draw simulink
model.
For the vibration absorber model below. (a) ma is selected to be 5% of main mass m, what should the value of ka be so the vibration of the main mass is eliminated? (b) What are the natural frequencies of the system? (c) Adding a damper to the absorber such that the absorber has a damping ratio of 0.5, how much would the main mass vibrate now? What if the excitation frequency...
5. Consider the economy of Hicksonia, which can be described by the following equations: (1) C=300+ 0.80 (Y-T) (2) I= 150-20r (3) L=0.90Y - 90r In addition, the following variables are given: T = 100, G = 150, NX --80, M-1800, and P-1. a. Derive the numerical equation for the IS curve. b. Derive the numerical equation for the LM curve. c. Calculate the equilibrium levels of output Y and the interest rater. Verify your results by showing that the...