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Channel length modulation (CLM) is an effect in field effect transistors, a shortening of the length of the inverted channel region with increase in drain bias for large drain biases. The result of CLM is an increase in current with drain bias and a reduction of output resistance. It is one of several short-channel effects in MOSFET scaling.
As a result, the charge present on the gate retains charge balance by attracting more carriers into the channel, an effect equivalent to lowering the threshold voltage of the device. In effect, the channel becomes more attractive for electrons. In other words, the potential energy barrier for electrons in the channel is lowered. Hence the term ...
It can be thought of as a second gate, and is sometimes referred to as the back gate, and accordingly the body effect is sometimes called the back-gate effect. [ 3 ] For an enhancement-mode nMOS MOSFET, the body effect upon threshold voltage is computed according to the Shichman–Hodges model, [ 4 ] which is accurate for older process nodes ...
The problem has become more acute as transistors have shrunk, as there is less averaging of the effect over a large gate area. Thus, different transistors experience different amounts of NBTI, defeating standard circuit design techniques for tolerating manufacturing variability which depend on the close matching of adjacent transistors.
Dennard's model of MOSFET scaling implies that, with every technology generation: Transistor dimensions could be scaled by −30% (0.7×). This has the following effects simultaneously: The area of an individual device reduces by 51%, because area is length times width.
In electronics, short-channel effects occur in MOSFETs in which the channel length is comparable to the depletion layer widths of the source and drain junctions. These effects include, in particular, drain-induced barrier lowering , velocity saturation , quantum confinement and hot carrier degradation .
Rise time of damped second order systems [ edit ] According to Levine (1996 , p. 158), for underdamped systems used in control theory rise time is commonly defined as the time for a waveform to go from 0% to 100% of its final value: [ 6 ] accordingly, the rise time from 0 to 100% of an underdamped 2nd-order system has the following form: [ 21 ]
The EKV Mosfet model is a mathematical model of metal-oxide semiconductor field-effect transistors which is intended for circuit simulation and analog circuit design. [1] It was developed in the Swiss EPFL by Christian C. Enz, François Krummenacher and Eric A. Vittoz (hence the initials EKV) around 1995 based in part on work they had done in ...