Engineering, 11.02.2020 17:59 eguzmandpandoracom
Solve the following simultaneous differential equations using the Laplace transform, assuming all initial conditions to be zero and the input x(t)=u(t) :I.(D+3)y1(t)-2y2(t)=x(t) -2y1(t)+(2D+4)y2(t)+0 II.(D+2)y1(t)-(D+1)y2(t)=0 -(D+1)y1(t)+(2D+1)y2(t)=x(t) Determine the transfer function relating outputs y1(t) and y2(t) to the input x(t)
Answers: 1
Engineering, 03.07.2019 23:20
Two technicians are discussing the intake air temperature (iat) sensor. technician a says that the computer uses the iat sensor as a backup to the engine coolant temperature (ect) sensor. technician b says that the powertrain control module (pcm) will subtract the calculated amount of fuel if the air measures hot. who is correct
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Engineering, 04.07.2019 18:10
During a steady flow process, the change of energy with respect to time is zero. a)- true b)- false
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Engineering, 04.07.2019 18:10
Burgers vector is generally parallel to the dislocation line. a)-true b)-false
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Engineering, 04.07.2019 18:10
Hydraulic fluid with a sg. of 0.78 is flowing through a 1.5 in. i.d. pipe at 58 gal/min. the fluid has an absolute viscosity of 11.8 x 105 lbf-sec/ft2. is the flow laminar, turbulent or within the critical range? give both a numerical reynolds number and a term answer.
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Solve the following simultaneous differential equations using the Laplace transform, assuming all in...
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