Bernoulli equation
hydrodynamics, bernoulli’s theorem (def 2).
also called bernoulli’s differential equation. mathematics. a differential equation of the form dy + f (x) y = g (x) yn, where n is any number other than 0 or 1.
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- Bernoulli distribution
binomial distribution. bernoulli distribution see binomial distribution.
- Bernoulli effect
the decrease in pressure as the velocity of a fluid increases. bernoulli effect the phenomenon of falling pressure in a fluid as the velocity of the fluid stream increases. the bernoulli effect accounts for the lift generated by the airfoil shape of an airplane wing. see also bernoulli’s law, lift. see note at aerodynamics.
- Bernoulli's lemniscate
-n-lytic geometry, lemniscate.
- Bernoulli principle
bernoulli principle
- Bernoulli's theorem
statistics. law of averages (def 1). hydrodynamics. an expression of the conservation of energy in streamline flow, stating that the sum of the ratio of the pressure to the m-ss density, the product of the gravitational constant and the vertical height, and the square of the velocity divided by 2 are constant.