Foundations of Materials Science and Engineering
6th Edition
ISBN: 9781259696558
Author: SMITH
Publisher: MCG
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Chapter 14.12, Problem 97SEP
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The advantages of silicon carbide over silicon.
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If you have a spring mass damper system, given by m*x_double_dot + c*x_dot + kx = 0 where m, c, k (all positive scalars) are the mass, damper coefficient, and spring coefficient, respectively. x ∈ R represents the displacement of the mass.
Let us then discuss the stability of the system by using Lyapunov stability theorem. Consider the system energy as a candidate Lyapunov function shown in the image.
Discuss the positive definiteness of V (x, x_dot).
Derive the Lyapunov rate of this system (i.e., V_dot ), and discuss the stability property of thesystem based on the information we gain from ̇V_dot .
In class, two approaches—Theorems 1 and 2 below—are discussed to prove asymptotic stability of asystem when ̇V = 0.
Show the asymptotic stability of the system given in Eq. (1) by applying Theorem 1.
Show the asymptotic stability of the system given in Eq. (1) by applying Theorem 2.
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Chapter 14 Solutions
Foundations of Materials Science and Engineering
Ch. 14.12 - Describe the classic model for electrical...Ch. 14.12 - Prob. 2KCPCh. 14.12 - Prob. 3KCPCh. 14.12 - Prob. 4KCPCh. 14.12 - Prob. 5KCPCh. 14.12 - Define the following quantities pertaining to the...Ch. 14.12 - Prob. 7KCPCh. 14.12 - What structural defects contribute to the residual...Ch. 14.12 - Prob. 9KCPCh. 14.12 - Prob. 10KCP
Ch. 14.12 - Prob. 11KCPCh. 14.12 - Prob. 12KCPCh. 14.12 - Prob. 13KCPCh. 14.12 - Prob. 14KCPCh. 14.12 - Prob. 15KCPCh. 14.12 - Prob. 16KCPCh. 14.12 - Prob. 17KCPCh. 14.12 - Prob. 18KCPCh. 14.12 - Prob. 19KCPCh. 14.12 - Prob. 20KCPCh. 14.12 - Prob. 21KCPCh. 14.12 - Prob. 22KCPCh. 14.12 - Prob. 23KCPCh. 14.12 - Prob. 24KCPCh. 14.12 - Prob. 25KCPCh. 14.12 - Prob. 26KCPCh. 14.12 - Prob. 27KCPCh. 14.12 - Describe the movement of the majority and minority...Ch. 14.12 - Prob. 29KCPCh. 14.12 - Prob. 30KCPCh. 14.12 - What is a zener diode? How does this device...Ch. 14.12 - Prob. 32KCPCh. 14.12 - Prob. 33KCPCh. 14.12 - Prob. 34KCPCh. 14.12 - Prob. 35KCPCh. 14.12 - Describe how the planar bipolar transistor can...Ch. 14.12 - Prob. 37KCPCh. 14.12 - Prob. 38KCPCh. 14.12 - Prob. 39KCPCh. 14.12 - Prob. 40KCPCh. 14.12 - Prob. 41KCPCh. 14.12 - Prob. 42KCPCh. 14.12 - Prob. 43KCPCh. 14.12 - Prob. 44KCPCh. 14.12 - Prob. 45KCPCh. 14.12 - Prob. 46KCPCh. 14.12 - Prob. 47KCPCh. 14.12 - Prob. 48KCPCh. 14.12 - Prob. 49KCPCh. 14.12 - Prob. 50KCPCh. 14.12 - Prob. 51KCPCh. 14.12 - Prob. 52KCPCh. 14.12 - Prob. 53KCPCh. 14.12 - What are ferroelectric domains? How can they be...Ch. 14.12 - Prob. 55KCPCh. 14.12 - Prob. 56KCPCh. 14.12 - What are the PZT piezoelectric materials? In what...Ch. 14.12 - Prob. 58AAPCh. 14.12 - Prob. 59AAPCh. 14.12 - Prob. 60AAPCh. 14.12 - Prob. 61AAPCh. 14.12 - Prob. 62AAPCh. 14.12 - Prob. 63AAPCh. 14.12 - Prob. 64AAPCh. 14.12 - Prob. 65AAPCh. 14.12 - Prob. 66AAPCh. 14.12 - Prob. 67AAPCh. 14.12 - Prob. 68AAPCh. 14.12 - Prob. 69AAPCh. 14.12 - Prob. 70AAPCh. 14.12 - Phosphorus is added to make an n-type silicon...Ch. 14.12 - Prob. 72AAPCh. 14.12 - A silicon wafer is doped with 2.50 1016 boron...Ch. 14.12 - A silicon wafer is doped with 2.50 1015...Ch. 14.12 - Prob. 75AAPCh. 14.12 - Prob. 76AAPCh. 14.12 - Prob. 77AAPCh. 14.12 - What fabrication techniques are used to encourage...Ch. 14.12 - Prob. 79AAPCh. 14.12 - Prob. 80AAPCh. 14.12 - Calculate the intrinsic electrical conductivity of...Ch. 14.12 - Prob. 82AAPCh. 14.12 - Prob. 83AAPCh. 14.12 - Prob. 85AAPCh. 14.12 - Prob. 86AAPCh. 14.12 - Prob. 87AAPCh. 14.12 - Prob. 88AAPCh. 14.12 - Prob. 89AAPCh. 14.12 - Prob. 90AAPCh. 14.12 - Prob. 91AAPCh. 14.12 - Prob. 92SEPCh. 14.12 - Prob. 93SEPCh. 14.12 - Design a p-type semiconductor based on Si that...Ch. 14.12 - Prob. 95SEPCh. 14.12 - Prob. 96SEPCh. 14.12 - Prob. 97SEPCh. 14.12 - Prob. 98SEPCh. 14.12 - Prob. 99SEPCh. 14.12 - Prob. 100SEP
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- If you have a spring mass damper system, given by m*x_double_dot + c*x_dot + kx = 0 where m, c, k (all positive scalars) are the mass, damper coefficient, and spring coefficient, respectively. x ∈ R represents the displacement of the mass. Using linear stability analysis, show that the system is asymptotically stable. Hint: stability of a linear system z_dot = Az is characterized by the eigenvalues of A.arrow_forwardWhat would the electropneumatic diagram of a circuit with the sequence a+b+c+(a-b-c-) look like?arrow_forward### What would the electropneumatic diagram of a circuit with the sequence a+b+c+(a-b-c-) look like, with a counter, in the fluidsim?arrow_forward
- You are asked to design a unit to condense ammonia. The required condensation rate is 0.09kg/s. Saturated ammonia at 30 o C is passed over a vertical plate (10 cm high and 25 cm wide).The properties of ammonia at the saturation temperature of 30°C are hfg = 1144 ́10^3 J/kg andrv = 9.055 kg/m 3 . Use the properties of liquid ammonia at the film temperature of 20°C (Ts =10 o C):Pr = 1.463 rho_l= 610.2 kf/m^3 liquid viscosity= 1.519*10^-4 kg/ ms kinematic viscosity= 2.489*10^-7 m^2/s Cpl= 4745 J/kg C kl=0.4927 W/m CCalculate the surface temperature required to achieve the desired condensation rate of 0.09 kg/s( should be 688 degrees C) a) Show that if you use a bigger vertical plate (2.5 m-wide and 0.8 m-height), the requiredsurface temperature would be now 20 o C. You may use all the properties given as an initialguess. No need to iterate to correct for Tf. b) What if you still want to use small plates because of the space constrains? One way to getaround this problem is to use small…arrow_forwardA differential element on the bracket is subjected to plane strain that has the following components:, Ɛx = 300 × 10-6, Ɛy = 150 × 10-6, Ɛxy = -750 x 10-6. Use the strain-transformation equations and determine the normal strain Ɛx in the X/ direction on an element oriented at an angle of 0 = 40°. Note, a positive angle, 0, is counter clockwise. x Enter your answer in micro strain to a precision of two decimal places. eg. if your answer is 300.15X106, please enter 300.15.arrow_forwardIf the 50 mm diameter shaft is made from brittle material having an ultimate strength of σult=595 MPa for both tension and compression, determine the factor of safety of the shaft against rupture. The applied force, F, is 140 kN. The applied torque T, is 5.0 kN⚫m. Enter your answer to a precision of two decimal places. T Farrow_forwardЗіс 1 mH 10 Ω m 16 cos 2.5 × 104 A Lic 592 10 Ω 1 μFarrow_forwardHomework#5arrow_forwardHomework#5arrow_forwardOxygen (molar mass 32 kg/kmol) expands reversibly in a cylinder behind a piston at a constant pressure of 3 bar. The volume initially is 0.01 m3 and finally is 0.03 m3; the initial temperature is 17°C. Calculate the work input and the heat supplied during the expansion. Assume oxygen to be an ideal gas and take cp = 0.917 kJ/kg K. For 1 bonus mark explain why (using your understanding of thermodynamics) that oxygen is used in this context rather than water vapour.arrow_forwardarrow_back_iosSEE MORE QUESTIONSarrow_forward_ios
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