Examples of 'complex geometries' in a sentence
Meaning of "complex geometries"
Complex geometries refers to intricate or complicated shapes, patterns, or structures in the field of geometry. It relates to the study or analysis of intricate figures and their properties, such as non-Euclidean geometries, fractal geometries, or multi-dimensional shapes. This phrase is commonly used in mathematics, architecture, design, or engineering contexts to describe intricate geometric forms or concepts
How to use "complex geometries" in a sentence
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complex geometries
Complex geometries may require slower feedrates.
Measure seamlessly the most complex geometries.
Complex geometries also without machine finishing.
Calculation of shadow effects for complex geometries.
Even parts with complex geometries can be produced.
Complex geometries of prefabricated product without loss of quality.
No need of tools for complex geometries.
Create complex geometries optimized for additive manufacturing.
Probes can be adapted to complex geometries.
Even the most complex geometries can be reproduced.
Outstanding application range even with complex geometries.
More complex geometries are addressed in the second part.
Capable of being fabricated to complex geometries.
Especially complex geometries are suitable for additive manufacturing.
Injection of highly complex geometries.
See also
Even complex geometries can be machined in a single clamping cycle.
Production even of complex geometries.
Also for complex geometries numerical solution methods are proposed.
Efficient manufacturing of functional design samples with complex geometries.
Use of relatively complex geometries were initially limited by manufacturing process.
It is particularly valuable in producing complex geometries with high precision.
Of complex geometries.
The representation of complex geometries.
Even complex geometries can be completely programmed in a few hours instead of several days.
Prefabrication and complex geometries.
There are countless applications for the evaluation of solutions of cavities with complex geometries.
Production of complex geometries possible.
Fluid and obstacle objects can be meshes with complex geometries.
Exploring complex geometries.
It is very difficult to obtain a uniform coating on large surfaces or in complex geometries.
It is possible to save time by machining complex geometries in a single clamping cycle.
One of the major advantages of this process is its ability to produce complex geometries.
Fully resolved flow through complex geometries and porous media.
These codes are better suited for imaging structures with complex geometries.
Maximum precision and complex geometries are typical for applications in the aviation industry.
These basic models can be used to define other more complex geometries.
Many of these parts have complex geometries and materials that are very challenging to machine.
This method is practical for carburising pieces having very complex geometries.
The development of components with complex geometries and surface functionality is a current scientific challenge.
The mesh lines can no longer be fitted to the bodies of complex geometries.
Complex geometries and assemblies with multiple components can be simplified to fewer parts with a.
Thorough clean components with complex geometries and blind holes.
This industry sometimes needs to perform the configuration of parts with complex geometries.
Aeronautical parts sometimes have complex geometries with thin walls.
The versatile process delivers very high surface quality even for parts with complex geometries.
We have the capacity to mould products with complex geometries and variations in wall thickness.
Method and apparatus for forming and applying composite layups having complex geometries.
The new structures present complex geometries impossible to produce using typical extrusion methods.
It is particularly effective for scanning buildings with complex geometries with smooth surfaces.
This method produces extremely complex geometries that could not be manufactured using traditional methods.
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Some geometries are combined into geometry groups
The variety of possible geometries are almost infinite
Geometries for determining the coordinate system
