1. One kg of air is heated and compressed in a piston/cylinder system from 400 K, 100 kPa to 1200 K, 500 kPa. Find As (kJ/kg-K) via: (a) Thermofluids (b) Using the following ideal gas equation: Where: Here, T-K and Cp=kJ/kg-k a 0.9703 Cp = [²7/1 dr - Rin (13) dT T As = Cp = a +bT + cT² + dT³ b 6.790E-5 C 1.658E-7 d -6.786E-11

1. One kg of air is heated and compressed in a piston/cylinder system from 400 K, 100 kPa to 1200 K, 500 kPa. Find As (kJ/kg-K) via: (a) Thermofluids (b) Using the following ideal gas equation: Where: Here, T-K and Cp=kJ/kg-k a 0.9703 Cp = [²7/1 dr - Rin (13) dT T As = Cp = a +bT + cT² + dT³ b 6.790E-5 C 1.658E-7 d -6.786E-11

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

A ball is thrown vertically upward from the ground. It reached the ground 10 seconds later. Compute:a) the initial velocityb) the maximum height
Please show your solutions..
You run a race starting from rest and accelerating at 0.35 m/s2 until you cross the finish line in 14.0 seconds. a) what is your final speed?
Vector A has a length 10m. Direction s Show. the drffer ent angles, The numbers Only for are direction. a) what is the Vector in Cartesian form? Lo0.00 b) what is the angle a between A and +x dinection? 912.00 725.00 C) awhat is the angle between A and tz dirkction A.
Help with the questions: 1- Continuity tells us that whatever the volume of fluid in a pipe passing a particular point per second, the same volume must pass every other point in a second. The fluid is not accumulating or vanishing along the way. A) True B) False 2- When a fluid moves from a wider area of a pipe to a narrower one, its speed increases. A) True B) False 3- A fluid exerts a net upward force on any object it surrounds, called the buoyant force. A) True B) False
i need the answer quickly
3.
Fill in the blonks becau Moteiol PCKPO)| TC°c) TC°C) Phose State H20 2000 300
A full circular cross-section shaft will be designed to provide power transmission at 220 (revolution/minute) revolution of a 12300 kW engine. Since the shaft length is 3 m, the material shear modulus is 80 GPa, and the shear yield stress is 190 MPaa) How many kN.m torque should the shaft carry?b) Write down the minimum safe shaft radius in metersc) How many rad is the shaft at the specified minimum radius. found?
How do we draw these two figures on AutoCad please? I need it step by step please :)
The "normal" component of the equation of motion is written as EF,=ma, where EF, is referred to as the A) impulse B) centripetal force C) tangential force D) inertia force