WhatsApp number 11 95696 7808 BECOME A MEMBER AND ACCESS AND HAVE ACCESS TO BENEFITS: / @engenhariaecia ############################################################ SUBSCRIBE TO THE NEWSLETTER BY WHATS OR EMAIL https://www.engenhariaecia.eng.br/new... ###################################################### DISCOVER OUR ONLINE COURSES https://www.engenhariaecia.eng.br/cursos ########################################################### ONLINE COURSE PUMP SPECIFICATION: https://www.engenhariaecia.eng.br/cur... ## ... related, have different approaches to the analysis of fluid flow. Energy Equation: The energy equation for a flowing fluid is derived from the conservation of energy (first law of thermodynamics). It considers all forms of energy associated with the fluid, such as: Potential energy (due to the height in relation to a reference) Kinetic energy (due to the velocity of the fluid) Internal energy (which can be a function of temperature) Pressure work (work done by the pressure when moving the fluid) In addition, the energy equation includes energy losses due to friction (head losses) and energy gains, such as work done by a pump. Bernoulli's Equation: The Bernoulli equation is a particular case of the energy equation for fluid flow in a steady state (no variation in time), incompressible (constant density) and without energy losses (ideal flow, without viscosity or friction). It is derived directly from the conservation of mechanical energy (potential and kinetic) and can be applied along a streamline. Bernoulli's equation is expressed as follows: In Bernoulli's equation, there are no terms for pressure loss or energy gain by pumps. Main differences: Energy equation: Considers energy losses due to friction, energy gains by pumps or compressors, and is more general. It applies to real flows. Bernoulli's equation: Applies to ideal flows, without friction and without energy gains or losses, being a particular case of the energy equation. These equations are widely used in engineering for the analysis of flow systems, such as pipes, pumps and turbines. fluid mechanics,mecflu,fluid concept,fluid statics,fluid kinematics,reinolds,reynolds,pressure,absolute pressure,manometric pressure,what is fluid,viscosity,specific mass,specific weight,specific volume,reynolds number,continuity equation,energy equation,mass flow,flow,drag coefficient,shear stress,calculation of pressure drop,how to calculate pressure drop,engineering,bernoulli equation Energy Equation Review and Application Exercise Fluid Mechanics Transport Phenomena Energy Equation Review and Application Exercise Fluid Mechanics Transport Phenomena Energy Equation Review and Application Exercise Fluid Mechanics Transport Phenomena Energy Equation Review and Application Exercise Fluid Mechanics Transport Phenomena