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connor morales

connor m.

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Problem 1 (43 pts): Oil is cooled in a concentric tube heat exchanger by a counterflow of cold water (Figure 3). The specific temperatures and heat capacity rates, along with average water and oil properties, as well as a fouling factor for the water side of the heat exchanger (there is no fouling on the oil side), are included in the table below. The wall thickness between the hot oil and cold water has negligible thickness relative to $D_1$ and $D_2$. Parameter Variable Value Temperature of cold water entering the heat exchanger $T_{C,IN}$ 30°C Temperature of cold water leaving the heat exchanger $T_{C,OUT}$ 40°C Temperature of hot oil entering the heat exchanger $T_{H,IN}$ 100°C Temperature of hot oil leaving the heat exchanger $T_{H,OUT}$ 60°C Mass flow rate of hot oil into the heat exchanger $\dot{m}_H$ 0.1 kg/sec Inner diameter of annular tube $2r_1=D_1$ 0.035m Outer diameter of annulus $2r_2=D_2$ 0.045m Fouling factor for the cold-water surface $R''_{f,cold}$ 0.0004 $m^2*K/W$ Water density $\rho_c$ 994.1 kg/$m^3$ Water Prandtl number $Pr_c$ 4.85 Water specific heat $cp_c$ 4179 J/kgK Water thermal conductivity $k_c$ 0.621 W/mK Water kinematic viscosity $\nu_c$ 7.26e-7 $m^2$/sec Oil density $\rho_h$ 854.0kg/$m^3$ Oil Prandtl number $Pr_h$ 546.0 Oil specific heat $cp_h$ 2118 J/kgK Oil thermal conductivity $k_h$ 0.138 W/mK Oil kinematic viscosity $\nu_h$ 41.7e-6 $m^2$/sec WATER OIL Figure 3. Cross-sectional view of the concentric heat exchanger, showing fouling (in green, exaggerated) on the cold-water side. Problem 1. part a Determine the effectiveness of this heat exchanger. Problem 1, part b. Determine the convective heat transfer coefficient for the oil. If necessary to assume constant surface tempera Problem 1, part c Determine the convective heat transfer coefficient for the water, if laminar, use $Nu_{D_h}$ = 5.2. Problem 1, part d. How long does this heat exchanger need to be to accomplish the heat transfer from the oil (in meters)? Problem 1, part e Do you think that doubling the oil flow rate or doubling the water flow rate would have a larger effect on the overall rate of heat transfer? Why? Answer in 1-3 sentences. "I'm looking for your thought process more so than correct answers" Please justify your answer in your pdf Oil Water

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An arrangement where an owner of real property borrows money from a lender and pledges the real property as collateral to secure the repayment of the loan is known as ? a deficiency ? a financing statement ? foreclosure ? a mortgage

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the worst calorie and energy come up a lot in discussions of diet and nutrition use Biology book to Define both terms then suppose you found a product that was labeled calorie free energy drink why will the label be misleading

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Book value per share is considered a floor for a company's share price. Question 1Answer True False

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32. The functions of vitamin A include all of the following except: O Healthy vision O Healthy white blood cells O Cancer prevention O Cardiovascular disease prevention

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According to Steve Lundy, which of the following are examples of Rome's "conflict mindset"? ☐ intra-elite competition among the Roman nobilitas ☐ indefensible location on the Tiber Rome's variegated alliances and their "divide and conquer" approach their own insecurity with their control over the western Mediterranean

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Solve the separable differential equation dy/dx = sec y / y^2 (x^2 - 3x^2 + x - 3)

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The risk-free rate of interest is 10% per annum with continuous compounding and the dividend yield on a stock index is 5.3% per annum. The current value of the index is 120. What is the six-month futures price? $117.21 $126.15 $123.22

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Suppose a population growth is modeled by the logistic equation $\frac{dP}{dt} = 0.01P - 0.0001P^2$ with $P(0) = 10$. 1. What is the carrying capacity of this population? (a) 10 (b) 100 (c) 1,000 (d) 10,000 2. What is the relative growth rate when the population is very small compared to the carrying capacity? (a) 0.0001 (b) 0.0002 (c) 0.01 (d) 0.02 3. What is the population after 500 years? (a) 35 (b) 70 (c) 94 (d) 500 4. What is the formula for the population after t years? (a) $P(t) = 100e^{0.01t}$ (c) $P(t) = \frac{100}{1 + 9e^{-0.01t}}$ 10 100 (b) $P(t) = \frac{10}{1 + 9e^{-0.01t}}$ (d) $P(t) = \frac{100}{1 + 10e^{-0.01t}}$

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Following political tension, Germany's Marginal propensity to import from Russia is likely to decrease and its IS curve is likely to shift down. Government attempts to avoid an economic downturn. Using monetary policy can help with anything except: a) reaching new and higher level of output b) Restoring the slope of the IS curve c) Restoring the previous level of interest rate d) Restoring the previous level of output

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