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A leisure centre has an electrical demand of 100 kW and a heat requirement of 190 kW which is currently supplied using power from the grid and a boiler burning gas with an efficiency of 80%. It is proposed to install a micro-CHP system of two gas engines each producing 40 kW electrical power and a heat output of 95 kW; the overall efficiency of each engine is 90%. Under the new system the excess power requirements will be met from the grid. Assuming that the cost of electricity is four times that of natural gas, calculate the percentage suing in fuel cost in changing to the new system. 140.4%)
Compute the volume of cutting, given that the width at formation level is 8 m and the side slopes 1.1/2 to 1. The centre depths of the cutting at 30 m intervals may be determined by subtracting the formation from the respective ground levels.
How do I calculate isentropic efficiency of a steam turbine when I know the inlet and outlet conditions?
let us compare these results to our expectations. we expected the horizontal distance to be on the order of 100 m and
an elevator is created by using a hose hanging from the top of a 10 m building. the hose is diverted into 4 jets at the
the buoyancy force acting on a 500 kg balloon is fb6kn and the air resistance is fd100v n where v is in ms. determine
Give two advantages and two disadvantages of decentralized and semicentralized peer-to-peer architectures.
a 5.00in wide x .25in thick flat steel plate steps down to a width of 2.50in and is subjected to axial force. there is
five hundred cubic feet per second of water flow in a rectangular open channel 20 ft wide and 8 ft deep. after passing
a more desirable color is 39 pigment a 27 pigment b 25.2 pigment c and 8.8 pigment d. using gauss-seidel method
a can of soft drink at room temperature is put into the refrigerator so that it will cool. would you model the can of
An inventor claims to have developed a device that executes a power cycle while operating between reservoirs at 500 and 300 K that has a thermal efficiency of (a) 45%, (b) 40%, (c) 35%. Evaluate the claim for each case.
If an automobile's braking distance from 100 km/h is 60 m on level pavement, determine the automobile's braking distance from 100 km/h when it is (a) going up a 60 incline, (b) going down a 2-percent incline.
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