influence line वाक्य
उदाहरण वाक्य
मोबाइल
- Influence lines can be used with either concentrated or distributed loadings.
- The "'M�ller-Breslau principle "'is a method to determine influence lines.
- Once this is done, the influence line is complete.
- The M�ller-Breslau Principle can only produce qualitative influence lines.
- An influence line for a function differs from a shear, axial, or bending moment diagram.
- Therefore, all influence lines will be straight lines.
- Another example is the Cha Cha Slide, and Cupid Shuffle, which are street dance influenced line dances.
- Both the theory of influence lines and the tables would greatly facilitate the procedures for truss analysis.
- Initial drying and firing of a refractory castable is a critical installation variable that can influence lining performance.
- The entire influence line can be scaled, or just the maximum and minimum effects experienced along the line.
- The influence lines show where a load will create the maximum effect for any of the functions studied.
- I began to intellectually reject some of the delusionally influenced lines of thinking which had been characteristic of my orientation,
- Parts ( b ) and ( c ) of the figure shows the influence lines for the reactions in the y-direction.
- The integration of the influence line gives the effect that would be felt if the distributed load had a unit magnitude.
- Then gradually I began to intellectually reject some of the delusionally influenced lines of thinking which had been characteristic of my orientation.
- When adding the influence lines together, it is necessary to include the appropriate offsets due to the spacing of loads across the structure.
- This creates a discontinuous influence line which reaches zero at the supports and whose slope is equal on either side of the discontinuity.
- Therefore, the complete equation will be a piecewise linear function which has a separate influence-line equation for each linear section of the influence line.
- Once the influence values have been tabulated, the influence line for the function at point A can be drawn in terms of " x ".
- Below are explanations of how to find the influence lines of a simply supported, rigid beam ( such as the one displayed in Figure 1 ).
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