In this area, maximum inscribed circle (MIC) and maximum circumscribing circle (MCC), minimum zone circle (MZC) and least square circle (LSC) are four commonly used methods.
That label was often and too easily applied, in London in the late 1920s and early '30s, to members of the so-called Bright Young People: a small, carefully circumscribed circle of elite 20-somethings who seemed to glide, as D. J. Taylor puts it in his nimble new book, on "a compound of cocktails, jazz, license, abandon and flagrantly improper behavior".
The square does not circumscribe the circle.
Usually such an amplitude is characterized by the radius of the Minimum Circumscribed Circle (MCC) to the shear stress vector history in a material plane.
This paper introduces simple and efficient algorithms to evaluate the roundness error from the large number of points obtained by CMMs using three internationally defined methods: Minimum Circumscribed Circle (MCC), Maximum Inscribed Circle (MIC) and Minimum Zone Circles (MZC).
Secondly, the stress invariant based criterion proposed by Crossland was considered, where the maximum shear stress amplitude was calculated through the Minimum Circumscribed Circle and the Maximum Prismatic Hull methods.
Similarly, overall bat activity did not vary with opening size or presence of edge, but was negatively related to density of trees >2 m high and elevation and positively related to the related circumscribing circle index (i.e., more elongated) and mean nightly temperature.
Four of the existing definitions relate the values of τa and τm to a geometrical element of the curve described by the tip of the shear stress vector (curve Ψ), respectively, the radius of the Minimum Circumscribed Circle, the Longest Chord, the Longest Projection, the diagonal of the Maximum Rectangular Hull (MRH).
He got on Giehler's bike and started riding in circles, circumscribing the space with big Butch Cassidy swoops.
This is achieved through the construction of the minimum circle circumscribing the path described by the tip of the shear stress vector on each plane.
For example, he showed that the perimeters of regular polygons circumscribed about the circle eventually become less than 31/7 the diameter as the number of their sides increases (Archimedes established the result for 96-sided polygons); similarly, the perimeters of the inscribed polygons eventually become greater than 310/71.
