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DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA

Lecture



DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA
If the flexibility of the rod is less than the limit value DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA - sun area in fig. 8.3), the Euler formula becomes inapplicable, since the critical stresses exceed the limit of proportionality and Hooke's law is inapplicable. In these cases, the critical stress is determined by empirical formulas obtained on the basis of experiments and given in reference books. One of these formulas is the Yasinsky formula:
DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA
where a, b and c are coefficients depending on the properties of the material.
For mild steel the coefficients are equal
DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA
where F is the cross-sectional area of ​​the rod.
For short rods whose flexibility DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA , the calculation of the stability is not produced. Flexibility limit DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA can be found from the condition DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA where DETERMINATION OF CRITICAL POWER BY MEANS OF EMPIRICAL FORMULA - yield strength of the rod material.

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Strength of materials

Terms: Strength of materials