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Quotient and remainder using floored division Donald Knuth[3] promotes floored division, for which the quotient is defined by
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The upper the modulus, the greater strain is necessary to generate the exact same quantity of strain; an idealized rigid physique might have an infinite Younger's modulus. Conversely, an exceedingly comfortable product (like a fluid) would deform devoid of power, and would have zero Younger's modulus.
Quotient and remainder using rounded division Common Lisp and IEEE 754 use rounded division, for which the quotient is described by
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In a very nonlinear elastic content the Younger's modulus is really a functionality of the strain, so the 2nd equivalence now not holds, along with the elastic Electricity just isn't a quadratic perform on the strain: