Ladder Diagram for Basic STOP/START Circuit START L1 STOP مام 2 M 3 L2 O.L. M
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Explain the operation of the circuit if M contacts 2 and 3 do not close.
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- Q2- What are the parameters and loss that can be determined during open-circuit test of singlephase transformer. Draw the circuit diagram of open-circuit test and explain how can you calculate the Parameters and loss.-.18 For the transformer shown in Figure P13.18, N = 1,000 turns, h = 16 cm, A¡ = 4 cm², ½ = 22 cm, A2 = 4 cm?, k = 5 cm, and A3 = 2 cm?. The relative permeability of the material is µ, = 1,500. a. Construct the equivalent magnetic circuit, and find the reluctance associated with each part of the circuit. b. Determine the self-inductance and mutual inductance for the pair of coils (that is, L11, L22, and M = L12 = L21).A G.E. potential relay with the number 3ARR3-D4F6 would have a continuous coil voltage of ?
- A250 V, dc. shunt mtor has an amature resistance of 0.5 chmand a field resistance of 250 dhm When driving a load of canstant tarque at 600 r.pm, the ammature current is 20 A If it is desired to raise the speed fram600 to 800 r.p.m, what resistance should be inserted in the shunt field circut? Assume that the magnetic circut is unsaturatedA method for determining the equivalent network of a nonideal transformer consists of two tests: the open-circuit test and the short-circuit test. The open-circuit test, shown in figure (a), is usually done by applying rated voltage to the primary side of the transformer while leaving the secondary side open. The current into the primary side is measured, as is the power dissipated. The short-circuit test, shown in figure (b), is performed by increasing the primary voltage until rated current is going into the transformer while the secondary side is short-circuited. The current into the transformer, the applied voltage, and the power dissipated are measured. The equivalent circuit of a transformer is shown in figure (c), where rw and Lw represent the winding resistance and inductance, respectively, and rc and Lc represent the losses in the core of the transformer and the inductance of the core. The ideal transformer is also included in the model. With the open-circuit test, we may…2gen. A and B operate in parallel. The station capacity of A is 50MW and that of B is 25MW. The full load speed regulation of station A is 3% and of B is 3.5%. Find the load sharing of 50MW between both the machine and the no load frequency is 50Hz.
- No need to solve question 1. Only work on question 2 where you make the PSpice model for this circuit. I need the basic step by step to find what is wanted in question 1. Explain what kind of analysis is used and what details are adjusted in it. Also explain/perform gathering the data on a plot for the simulation.P2-Draw the equivalent circuit of a single-phase transformer and explain how the core losses are almost invariant to the load (current). How do they depend on the terminal voltages of the transformer? Also, using the equivalent circuit explain how the copper losses depend on the load current.A transformer having a nominal voltage = 399V and a no load voltage = 420V at its secondary, the short circuit current at the secondary of this transformer in function of its nominal current will be: Select one: Isc=10*In None of these Isc=30*In Isc=20*In Isc=40*In
- .17 A core is shown in Figure P13.17, with H, = 2,000 and N = 100. Find a. The current needed to produce a flux density of 0.4 Wb/m? in the center leg. b. The current needed to produce a flux density of 0.8 Wb/m? in the center leg. 8 cm 26 S cm cm 8 cm 8 cm 20 cm Cross-section 8 cm 8 cmA 60-Hz single-phase transformer has a turns ratio of 8. The resistances are 0.90 2 and 0.05 2 and the reactances are 5 N and 0.14 n for the high- and low-voltage windings, respectively. Determine a the voltage to be applied to the high-voltage side to obtain a full-load current of 180 A in the low-voltage winding, when this winding is short-circuited; and b. the PF under the conditions of part (a).A voltage source is to be connected to a resistive load RL=10 Ω by a transmission line having a resistance Rline=10 Ω as shown in Figure P14.62. In part (a) of the figure, no transformers are used. In part (b) of the figure, one transformer is used to step up the source voltage at the sending end of the line, and another transformer is used to step the voltage back down at the load. For each case, determine the power delivered by the source; the power dissipated in the line resistance; the power delivered to the load; and the efficiency, defined as the power delivered to the load as a percentage of the source power.
