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Area

The area occupation of a circuit can be expressed in a closed form:

$\displaystyle A=\sum_j \alpha_j W_j + \beta.$ (6.30)

The area occupation is composed by two terms: a term directly proportional to the MOSFET widths (i.e. to the are occupied by the single MOSFET) and a term independent from the MOSFET widths (comprising, for example, the interconnect area). Both terms are, of course, positive, so the curve of the area occupied versus the MOSFET widths is a monotonic increasing curve22, that is a convex function.
Taking into account the interconnections area does not modify the property of the ``area'' function, since the only modification of equation (5.3) (page [*]) is in the term $ \beta$ independent from the MOS widths23.



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