Chegg Solutions for Microelectronic Circuits (Adel S Sedra, Kenneth C Smith) (Z-Library)_parte_1653

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Step of 5 15.002E Refer to table 15.1 in the textbook. Consider and are constant. The width (W) of the component and the length of the component (L) does not depends upon and The scaling factor of the width of the component and length of the component remains same. The scaling factor of the Area of the component is also remains same because it depends upon the width and length of the component. Step 2 of 5 The scaling factor of the oxide capacitance gate capacitance and the transconductance parameters and k', also remains same (s) because they are independent of and Consider (intrinsic) = Determine the propagation delay of the component after scaling. (intrinsic) = = 1 Therefore, the propagation delay of the component after scaling is reduced by Step of 5 Consider energy/switching cycle = Determine the energy/switching cycle of the component after scaling. (energy/switching cycle) = Therefore, the energy/switching cycle of the component after scaling is reduced by S Step 4 of 5 Consider dynamic power dissipation = Determine the dynamic power dissipation of the component after scaling. = = Therefore, the dynamic power dissipation of the component after scaling is increased by S Step 5 of 5 Consider the power density = device area Determine the power density of the component after scaling. (power density) After scaling = device area = Therefore, the power density of the component after scaling is increased by