bernoulli equation sentence in Hindi
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- A famous special case of the Bernoulli equation is the logistic differential equation.
- Offer a small aubergine as sacrifice to the deity of the Bernoulli equation.
- The measurement of PAP by echocardiogram is made using a simplified Bernoulli equation.
- Bernoulli equations are special because they are nonlinear differential equations with known exact solutions.
- A modified form of the Bernoulli Equation is used in Thermodynamics which includes enthalpy.
- Now the Bernoulli equation is used, in order to remove the pressure from the integral.
- G Subscript C is commonly applicable in Fluid Mechanics when making calculations using the Bernoulli Equation.
- Here the Bernoulli equation is used between the field flow and the flow near the wind turbine.
- For an unsteady potential flow this means that the Bernoulli equation is to be applied at the free surface.
- Via the modified Bernoulli equation, velocity is routinely converted to pressure gradient for use in clinical cardiology decision making.
- There is one limitation to the Bernoulli equation : the equation cannot be applied to fluid passing through the wind turbine.
- More advanced forms may be applied to compressible flows at higher Mach numbers ( see the derivations of the Bernoulli equation ).
- These include fluid statics, fluid flows, e . g . laminar flow vs . turbulent flow, the Bernoulli equation.
- :Depending on what assumptions you're making, this problem can more easily be solved by one of the Bernoulli equations.
- In other words, the Bernoulli equations up and downstream of the rotor are the same as the Bernoulli expressions in the Betz model.
- The inlet gas stream enters the converging section and, as the area decreases, gas velocity increases ( in accordance with the Bernoulli equation ).
- The Bernoulli equation shows that the static pressure is highest when the velocity is zero and hence static pressure is at its maximum value at stagnation points.
- An exception to this rule is radiative shocks, which violate the assumptions leading to the Bernoulli equation, namely the lack of additional sinks or sources of energy.
- In 1753, Leonhard Euler showed how a theoretical trajectories might be calculated using his method as applied to the Bernoulli equation, but only for resistance varying as the square of the velocity.
- That would be on the same order of magnitude as the pressure drop predicted by the Bernoulli equation, no ? Preceding talk ) 19 : 55, 14 September 2012 ( UTC)
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