The phrase "a given shape" is correct and usable in written English.
It can be used when referring to a specific shape that has been defined or established in a particular context.
Example: "In geometry, we often analyze the properties of a given shape to understand its characteristics."
Alternatives: "a specified shape" or "a defined shape".
The amount of adjustment in each cycle is kept less than a given shape tolerance.
The topological derivative measures the sensitivity of a given shape functional with respect to an infinitesimal singular domain perturbation.
For a given shape image, object contours are firstly extracted and then thinned to be perfect single-pixel width.
It seeks to generate a direct RP model with minimum number of layers based on a given shape error.
For a given shape of floc a dependence of maximum stable size on the shear gradient was established.
Specifically, shape features (e.g., straight vs. curvy, or symmetrical vs. asymmetrical) have been shown to influence the taste that people naturally associate with a given shape.
Among the transitional Hamiltonian a specially interesting case occurs when it describes a critical point in the transition from a given shape to another.
It has then been demonstrated that, for a given shape, the mass transfer coefficient is dependent neither on the liquid velocity nor on the solid particles diameter.
Engineers can calculate the maximum stiffness of a given material in a given shape; for instance, they know how to give airplane wings their maximum strength using a given alloy.
The topological derivative is defined as the first term of the asymptotic expansion of a given shape functional with respect to a small parameter that measures the size of a singular domain perturbation.
However, current efforts on modeling porous structures in a given shape either consider uniform pore distributions, or regard the physical constraints as an underlying scalar field, both generating pores in an isotropic manner.
