Discussions on Bernoulli Equations
Journal: Insight - Mechanics (Vol.1, No. 1)Publication Date: 2018-12-31
Authors : Hongxiao Yu Hao Yan Yunbing Jiang;
Page : 12-16
Keywords : dynamics; Work-Energy principle; Bernoulli equation; dynamic pressure;
- Discussions on Bernoulli Equations
- Adomian Decomposition Method for Bernoulli Differential Equations
- Bernoulli collocation method for high-order generalized pantograph equations
- Numerical solution of a class of nonlinear two-dimensional integral equations using Bernoulli polynomials
- MISTAKE OF BERNOULLI`S THEORY
Abstract
The Bernoulli equation is an energy equation that can be derived through many methods. In this paper, we derive the Bernoulli equation from the aspect of dynamics based on work-energy principle. We studied the derivation of the Bernoulli equation of the ideal fluid in steady flow. We discussed the physical significance of the equations in different conditions, and then discussed the meaning of dynamic pressure in Bernoulli equation and the relationship between dynamic pressure and static pressure. We also listed out the application of Bernoulli equation in production and in life.
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