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Dan R

Dan R.

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Determine the closed-loop voltage gain of the circuit shown in Figure P14.11, assuming an ideal op amp.

Electrical Engineering: Principles and Applications

Figure P7.141 provides steady-state operating data for an air compressor-intercooler system. The numbers given for each of the six streams, in MW, represent rates of exergy flow. The unit cost of the power input is $\mathrm{c}_{2}=3.6$ cents per $\mathrm{kW} \cdot \mathrm{h} . \mathrm{On}$ the advice of a cost engineer, the unit costs based on exergy of the compressed air (stream 3) and cooled compressed air (stream 4) are assumed to be equal, and no costs are associated with the incoming air (stream 1) and feedwater (stream 5). The costs of owning and operating the air compressor and intercooler are $\$ 36 / \mathrm{h}$ and $\$ 72 / \mathrm{h}$, respectively. Determine the (a) rate of exergy destruction for the air compressor and intercooler, each in MW. (b) exergetic efficiency for the air compressor, the intercooler, and an overall system formed from the two components (c) unit cost based on exergy, in cents/kW - h, for each of streams 3,4 , and 6 . (d) cost rate, in $\$ / h$, associated with each of streams $2,3,4$, and 6 , and comment.

Fundamentals of Engineering Thermodynamics

A mountain climber's oxygen tank contains 1 lb of oxygen when he begins his rip at sea level where the acceleration of gravity is $32.174 \mathrm{ft} / \mathrm{s}^{2}$. What is the weight of the oxygen in the tank when he reaches the top of Mt. Everest where the acceleration of gravity is $32.082 \mathrm{fts}^{2} ?$ Assume that no oxygen has been removed from the tank; it will be used on the descent portion of the climb.

A mountain climber's oxygen tank contains 1 lb of oxygen when he begins his rip at sea level where the acceleration of gravity is $32.174 \mathrm{ft} / \mathrm{s}^{2}$. What is the weight of the oxygen in the tank when he reaches the top of Mt. Everest where the acceleration of gravity is $32.082 \mathrm{fts}^{2} ?$ Assume that no oxygen has been removed from the tank; it will be used on the descent portion of the climb.

Fundamentals of Fluid Mechanics

Questions asked

INSTANT ANSWER

Practice Problem 1: Determine the net force of the distributed load (magnitude and direction). Determine the location of the center of the distributed force system. Determine support reactions at the root of the beam.

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ANSWERED

Brian Francisco verified

Numerade educator

Use the correct notation to define each plane.

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INSTANT ANSWER

Use the correct notation to define each vector.

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ANSWERED

Prabhat Tyagi verified

Numerade educator

High-density polyethylene may be chlorinated by inducing the random substitution of chlorine atoms for hydrogen. Determine the concentration of Cl (in wt%) that must be added if this substitution occurs for 5% of all the original hydrogen atoms.

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ANSWERED

Prabhat Tyagi verified

Numerade educator

A hypothetical metal has the BCC crystal structure, a density of 7.24 g/cm3, and an atomic weight of 48.9 g/mol. What is the atomic radius of this metal?

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INSTANT ANSWER

• Two points are located in 3-D (x, y, z) space, at locations indicated below. Point A: (x, y, z) = (1, -0.5, 1) m Point B: (x, y, z) = (1, 0.5, 0) m • A force is applied at point A: FA = 100 i – 50 j + 25 k Newtons Find: a) The moment of force A about the origin of the coordinate system b) The moment of the force at A about an axis that is directed from the origin to point B

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INSTANT ANSWER

6) Draw 2-dimensional sketches for linear polychlorotrifluoroethylene molecules that are (a) syndiotactic with a degree of polymerization of 1000, (b) atactic with a degree of polymerization twice that of syndiotactic, and (c) isotactic with a number-average molecular weight of 58,234.5 g/mol. Specify the correct value of ā€œnā€ outside of the parenthesis to indicate the correct size (DP) of each molecule. Circle the molecule that is expected to crystallize the least. Calculate the percent crystallinity of the circled material specimen assuming a measured density of 2.1 g/cm^3 and that purely amorphous structure is 2.0 g/cm^3 and purely crystalline structure is 2.2 g/cm^3.

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ANSWERED

Pritesh Ranjan verified

Numerade educator

A mass is supported by three cables as shown. Gravity acts in the (-)y direction. The third (unlabeled) solid axis line represents the z-coordinate. Determine: 1) Unit direction vectors of all three cables; 2) Force held in cable AD m = 120 kg The (x, y, z) locations of the points are: A (0, -0.6, 0) m B (-0.45, 0, 0) m C (0, 0, -0.32) m D (0.5, 0, 0.36) m Forces that are known: FAB = 505 N FAC = 464 N

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ANSWERED

Babita Kumari verified

Numerade educator

For the three vectors shown, do each of the following: • Find and express the unit direction vector of each; • Express each vector in component (x, y) form; • Calculate and express the resultant of all three forces, in component form.

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