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In this paper, we investigate coefficient conditions, extreme points, and distortion bounds for functions in the family.
Coefficient conditions, such as distortion bounds, convolution conditions, convex combination, extreme points, and neighborhood for the class, are obtained.
We obtain coefficient conditions, distortion bounds, extreme points, convex combination for the above class of harmonic multivalent functions.
Necessary and sufficient coefficient conditions, distortion bounds, extreme points and convex combination of the above mentioned class are derived.
Helical gear models with the same specifications and for different frictional coefficient conditions were also generated using FE modelling.
The turbine and its components have been designed assuming that the machine will always work under maximum power coefficient conditions.
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We attempt to prove the following theorem as a supplement of the aforementioned result, and moreover, we find another coefficient condition which guarantees convergence of the iterative scheme.
The coefficient condition that ({alpha_{n}}subset(delta,1-delta)) for a small enough (delta>0) in Theorem M is replaced with ({alpha_{n}}subset 0,eta]subset (0,1)).
Under the same contact angle, the larger displacement load should be applied to the balloon for the small friction coefficient condition, resulting in the smaller contact area and internal pressure.
In this section we present some test examples to show that the stability of the iteration method is a coefficient condition for the convergence in the norm of to the solution of (1.4).
and, then stability of the nonlinear mapping in the norm of is a coefficient condition for the above iteration to converge in the norm of, and to the solution of (1.4).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com