Exact(1)
In this paper we set out to provide a tutorial covering the core geometric methodologies currently employed by researchers in cutting and packing of irregular shapes.
Similar(59)
A geometric methodology was developed and implemented in a computer program.
A systematic approach is developed that provides an additional design constraint to the geometric methodology to ensure that the resulting compensator provides closed loop stability.
Recently, a geometric methodology that provides an approach for defining the design freedom available for reducing vibrations at both local and remote locations has been proposed by the authors.
Motivated by such problems in marine system environments, this paper describes a simple geometric methodology that provides an approach for defining the design freedom available for reducing vibration both at local and remote locations.
This limitation is addressed in the present paper by proposing a geometric design methodology for deployable arches of arbitrary curvature, accounting also for the discrete joint size, and applying it successfully for the geometric design of a semi-elliptical arch.
Geometric mean methodology has been validated as a more accurate normalisation technique than that using a single reference gene if the reference genes are selected through the use of a stability algorithm [ 21], although in this study one of the genes identified by the algorithm (SDHA) was not stably expressed (Table 3).
The methodology is applied for typical ship forms to indicate that, provided that the designer can specify appropriate design objectives and geometric constraints, the methodology can produce alternative hull forms with significantly improved fairing characteristics.
The paper provides a systematic methodology for Geometric Benchmark Test Artifact (GBTA) design for evaluating the geometric behavior of Additive Manufacturing (AM) processes.
This paper proposes a new iterative compensation methodology of geometric errors to improve the machining accuracy of a non-orthogonal five-axis machine tool (NOFAMT).
By augmenting the single crystal FeFP kinematics with a geometric argument, a consistent methodology for determining the initial and evolving GND state has been derived.
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