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a. Write general form of conservation of energy equation for an open system and explain each...
1. (30points) Theoretical Questions a. Write general form of conservation of energy equation for an open system and explain each ter (5 points) b. Write general form of conservation of momentum equation for an open system and explain each term (5points) c. How do we define "flow work" and why is it important? (Spoints) d. What are the different phases in which a liquid vapor combination can exist in? (Spoints) e. Define the critical point and the triple point (5points)...
Write the simplified conservation of momentum equation for boundary layer on a flat plate and explain the physical meaning of each term in the equation.
Prelab 2: Write an expression for the conservation of energy for the system that you considered in Prelab 1. You may consider the system to be frictionless. The equations should include the change in gravitational potential energy of the falling mass (), the change in kinetic energy of the falling mass ) and the change in rotational kinetic energy of the platter (K-12l Prelab 3: In the following apparatus, the auxiliary platter is dropped onto the main platter Auxiliary Platter...
Bernoulli equation. The Bernoulli equation is a special case of conservation of linear momentum law of conservation of energy) for steady frictionless flow. This equation can be arrived at in three different ways. The usual form of the Bernoulli equation is: 1. pv2 + P + ?9z-constant a) For frictionless flow at steady state, Euler's equation of conservation of linear momentum reduces to: Starting from this equation, derive the Bernoulli equation. Assume irrotational flow. Derive the Bernoulli equation using the...
Why is there a focus on conserving energy resources if the Law of Conservation of Energy states that the amount of energy in a system (i.e. the Universe) remains constant over time? A.) Only Physics students know about the Law of Conservation of Energy. B.) Earth is losing its energy to space and cannot recapture it. C.) The total amount of energy remains constant, but some energy is lost to forms that cannot be used for mechanical work every time...
4. (a) (i) Write down the steady-flow energy equation for low-speed incompressible flow, and explain in detail each term in the equation 4 marks) ii) Explain what is meant by the term internal energy in relation to fluids. 4 marks)
Momentum Theory Use one-dimensional conservation of momentum together with conservation of mass (continuity) and energy (Bernoulli’s equation = mechanical energy) to derive the power an ideal, frictionless wind turbine with an infinite number of blades, uniform thrust over the rotor area and a non-rotating wake can extract from the wind. Formulate the derivation in terms of the fractional decrease in wind velocity between the velocity far upstream and at the turbine rotor, ? = (? − ?)/?, also called “axial...
Consider the Conservation of Energy Equation: where E is energy in [kJ is heat in [kJ, W is work in kJ is mass in [kg], h is enthalpy in [kJ/kg], V is velocity in [m/s], g is gravitational acceleration is m/s2] and z is height in [m]. Taking the derivative of a variable with respect time time is simply dividing the base variable unit by time. Determine, in base units (kg], [m], [s) the following: a) The units for the...
please explain tbe correct answers 30 Physics 2210 Exam 3 -Conservation 19 2 points) A box slides down a ramp and comes to rest exactly at the bottom. Which of ng is true? The initial potential energy equals the final kinetic emergy . (b) The work done by friction equals the initial potential energy (c) Energy is not conserved in this situation. (d) The work done by friction is equal to zero. 2. [2 points) What is the main difference...
1 write the Schrodinger equation in: a. Original form b. Operator form. c. Write the equation for the operator used. d. Name three important types of information obtained by solving the Schrodinger wave equation. e. Can this equation be solved accurately and completely for H-atom and H2 molecule? Explain briefly your answer.