Convert the following by dimensional analysis: 20 lbf/in2 to kPA. One Pascal = 1 N/m2, normally expressed in kPA = 1000 Pa.
Convert the following by dimensional analysis: 20 lbf/in2 to kPA. One Pascal = 1 N/m2, normally...
Problem 1: This is textbook problem 4.51 (page 224) Steam at 1800 lbf/in2 and 1100 °F enters a turbine operating at steady state. As shown in the Figure, 20% of the entering mass flow is extracted at 600 lbf/in2 and 500 °F. The rest of the steam exits as a saturated vapor at 1 lbf/in2 . The turbine develops a power output of 6.8×106 Btu/h. Heat transfer from the turbine to the surroundings occurs at a rate of 5×104 Btu/h....
1 pts A tensile stress of 50 kPa (1 kPa 1000 N/m) acting on 20-cm-long muscle stretches the muscle by 1 mm. what is the Young's modulus for this muscle? O10,000 kPa We must know cross-sectional area (or diameter) of muscle to find this. 250 kPa O 1,000 kPa 1 pts Question 3 The quadriceps the biceps muscle in the upper arm. Assuming that Young's elastic modulus is the same of both muscles, if the same tensile force were applied...
46. Which of the following could be correct based on a dimensional analysis? 1. The volume flow rate is 64 m3/s. 2. The height of the Transamerica building is 332 m2 3. The time required for a fortnight is 66 m/s 4. The speed of the train is 9.8 m/s2. 5. The weight of a standard kilogram mass is 2.2 lb. 6. The density of gold is 19.3 kg/m2. SSM
CHEM1405 Dimensional Analysis Project FALL 2019 Instructions Do the following dimensional analysis problems. Give answers in scientific notation with the correct number of significant figures and units. Ples your work with the ANSWERS HIGHLIGHTED at the begin WERS HIGHLIGHTED at the beginning of class on September 16/17, 2019. 1. Convert 42 millimeters to meters. 2. Convert 2.25 ounces to milliliters. 3. Convert 0.65 ounces to grams. 4. Convert 737.35 milliliters to pints. 5. Convert 2.08676 furlongs to cm. 6. Convert...
******ONLY MATLAB CODE NO OTHER WAY OF SOLUTION****** Consider a one-dimensional slab with conductivity 1 W/m-K. The slab width is 20 cm. The left face of the slab is at 100oC and the heat flux at the right face is 1 kW/m2. The slab experiences a volumetric heat generation rate given by S = 1000 - 5T W/m3. Determine the steady-state temperature distribution in the slab, for two grid spacings with the requirement that there should be at least 20...
(20%) Problem 5: Answer the following question about dimensional analysis. In this problem, x represents distance v represents speed, a represents acceleration, and t represents time atus Which of the following are dimensionally consistent? There may be more than one correct answer leted leted leted leted Grade Summary Deductions 29% Potential 71% 2a Attempts remaining 2 (5% per attempt) detailed view 0 7 За Hint FeedbackI give up
Matlab Sketch x[n]-A cos(wo n+ф) for-20 n 20 with A-1, ωο-Π/8 and the following values for φ: 0, t/10, Tt/8, Tt/5, t/4, t/2, 1 For each value of φ determine if the phase shift can be expressed as a time shift of the sequence
Density p [kg/m2], viscosity - u [kg/ms], surface tension - o (N/m=kg/s2] compressibility K [Pa-kg/ms2] 1. For particles settling in a stationary fluid it is thought that the drag force FD of a small sphere is a function of the settling velocity of the sphere - V, the diameter of the sphere - d, and the density p, and viscosity of the fluid - . Determine the dimensionless relationship(s) between these variables (FD/HVd, pdV/H) 2. (a) The efficiency of a...
Analysis 23. Let Pr be the following statement: Every group of n persons that contains at least one male contains only males. What is wrong with the following proof by induction that this statement is true for all n? Certainly P is true. Now assume that Pr is true, and take any group of n+1 persons containing at least one male. Let G pI,p2sp3,..Pa Prt denote this group, with pi being the known male. The subgroup (pi,p2,p3,... n) of G...
Consider one dimensional lattice of N particles having a spin of 1 /2 with an associated magnetic moment μ The spins are kept in a magnetic field with magnetic induction B along the z direction. The spin can point either up, t, or down, , relative to the z axis. The energy of particle with spin down is e B and that of particle with spin up is ε--B. We assume that the system is isolated from. its environment so...