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Application: Parameters of coaxial line. The RG-l1/U coaxial line has the following properties: Z0 = 75 Ω and vp = 2c/3 m/s. Assuming the line to be lossless, calculate its inductance and capacitance per unit length.
An airplane flying at 185 kts with heading 320? Towards a target 300 nmi (nautical miles) away, experiences a steady wind of 23 kts from 020? If the time, without wind, to fly to the target was t.
you are considering replacing the diesel engine for problem 4 with a microturbine with a pressure ratio of 8. the
from a point a at the bottom of a rough inclined plane a body is projected up the incline at a velocity of 5.6 ms. the
use the principle of angular momentum to eventually derive the moment of inertia integral. for each case find the
Two resistors, R 1 = 100.0 ± 0.2 ? and R2 = 50.0 ± 0.1 ?, are connected (a) in series and (b) in parallel. Calculate the uncertainty in the resistance of the resultant circuits. What is the maximum possible error in each case?
A vapor-compression refrigeration system, using ammonia as the working fluid, has evaporator and condenser pressures of 30 and 200 lbf/in.2, respectively. The refrigerant passes through each heat exchanger with a negligible pressure drop.
Consider a two dimensional flow X-Y plane (no motion in Z direction). The Velocity field is going by : Y/(X^2+Y^2) and V= -x/(X^2+Y^2). Determine the equation of streamline passing through point X=0 and Y=5. Calculate the fluid acceleration
a rod of 0.5 in. diameter is subjected to a 8050 lb tension force. the rod elongates 0.031 in. in a gage length of 8
the velocity field v -axi byj can be interpreted to represent flow in a corner. obtain the equation for the flow
Demonstrate the law of corresponding states by writing the van der waals equation in terms of the reduced variables. Calculate the compressibility factor for a van der waals gas at its critical point and compare the result with the values obtained fo..
the particle a is mounted on a light rod pivoted at o and therefore is constrained to move in a circular arc of radius
If all of the objects illustrated in the figure have equal masses, which object has the largest moment of inertia about the indicated axis?
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