Centroidal example sentences

"Centroidal" Example Sentences

1. The centroidal axis of a beam is an important parameter in mechanics.
2. The centroidal moments of inertia of a circular section and a rectangular section are different.
3. The centroidal position of a shape can be found using the first moment of area.
4. The centroidal distance of a point from the axis of rotation is used to calculate the moment of inertia.
5. The centroidal axis theorem states that the moment of inertia about any axis is equal to the moment of inertia about a parallel axis through the centroid plus the product of the area and the square of the distance between the axes.
6. In engineering, the centroidal axis of a beam is used to determine the bending stress and deflection under loads.
7. The centroidal axis of a curved beam is often not a straight line.
8. The centroidal axis of a section is the line passing through the centroid that divides the section into two parts of equal area.
9. The centroidal axis of a symmetrical section is located at the geometric center.
10. The centroidal properties of a section are important in structural analysis and design.
11. The centroidal coordinates of a shape can be determined by dividing the first moments of area by the total area.
12. The centroidal position of a section is important in determining its behavior under load and finding its neutral axis.
13. The centroidal moment of inertia of a thin plate with a circular hole can be calculated using the parallel axis theorem.
14. The centroidal plane of a three-dimensional object is a plane passing through its centroid.
15. The centroidal distance of a shape from a particular axis is an important parameter in various mechanical applications.
16. The centroidal axis of a composite section can be found by dividing the total moment of inertia by the total area.
17. The centroidal axis of an irregular shape can be determined by dividing it into simpler shapes and finding their centroids.
18. The centroidal axis of a T-section is not located at its geometric center.
19. The centroidal properties of a section can be used to calculate the stress distribution in a beam under bending.
20. The centroidal axis of a hollow circular section passes through its center.
21. The centroidal distance of a shape from one of its edges is equal to its moment of inertia divided by the area.
22. The centroidal moments of inertia of a trapezoidal section and a triangular section are different.
23. The centroidal axis of a thin-walled open section can be found using the parallel axis theorem.
24. The centroidal axis of a semicircular section passes through its center of gravity.
25. The centroidal properties of a section are important in determining its resistance to bending and torsion.
26. The centroidal position of a section is useful in finding the location of its shear center.
27. The centroidal distance of a shape from its neutral axis is equal to its radius of gyration.
28. The centroidal axis of a beam is often used to simplify the calculation of its bending stress and deflection.
29. The centroidal moments of inertia of a thin-walled section and a solid section with the same cross-sectional area are equal.
30. The centroidal axis of a section with an axis of symmetry is located at the axis of symmetry.

Common Phases

1. Centroidal axis;
2. Centroidal moment of inertia;
3. Centroidal Voronoi tessellation;
4. Centroidal power diagram;
5. Centroidal radius;
6. Centroidal area;
7. Centroidal decomposition;
8. Centroidal distance;
9. Centroidal tessellation;
10. Centroidal linking number;
11. Centroidal mean shift;
12. Centroidal mean min-max;
13. Centroidal phase diagrams;
14. Centroidal geometric template;
15. Centroidal Farthest Point Sampling.