RTS Method - BLDG 471

Heat flow = AT × Area x Btu per hour %3D R-value (a) A stock-flow diagram, where the stock is the indoor temperature is shown below. Label each control arrow with a (+) or (-) as appropriate and briefly explain in your own words why you chose each label. Thermostat Heat in home Heat loss (b) Suppose the home has 300 ft of windows with an R-value of 1.5. Calculate the heat loss in Btu/hr when the indoor temperature is 70 °F and the outside temperature is 40 °F.

The following chart represents the Dynamic Amplification Factor (DLF) of pulses type Ramp. Time from 0 to Maximum force: td Natural Period of the structure: T What is the maximum dynamic displacement of a structure with: stiffness, k, of 150 kip/in mass, m=50/g k-sec^2/in g: gravity acceleration The ramp force reach the maximum force F=100kip in a time td-0.15 sec RAMP: DLF vs td/T DLF 2500 1.500 1.000 0:000 O 0.81 in O 1.22 in O 0.67 in O 1.50 in td/T 15

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i need a explanation about this picture and what it's work the system of DCV In detail and briefly please

► C Remaining Time: 2 hours, 29 minutes, 07 seconds. Blackboard Question Completion Status: 1 QUESTION 14 cavitation for water? O 60 ft below the reservoir surface O Cavitation is independent of the pump inlet being placed O Z₁ =-34.4 ft, below the reservoir surface O Z₁ = 34.4 ft, above the reservoir surface QUESTION 15 Q In a heat exchanger, If the hot fluid is a condensing vapor, then the heat capacity rate: O Ch> Cc, Ch→∞ O Ch<< Cc. Cc →∞ O Ch = Cc O The temperature is not constant during the condensation At 200 °F (Py 11.52 lbf/in2 absolute, p*g = 60.1 lbf/ft3) where should the pump inlet be placed to avoid QUESTION 16 Click Save and Submit to save and submit. Click Save All Answers to save all answers. 2 W S # 3 E D $ 4 R F % 5 T G 6 MacBook Pro C Y H & 7 U 8 J I ( 9 K O

立 Bb Slide 1 X 2 28010712 plackboardcdn.com/5c082fb7a0cdb/28010712?X-Blackboard-Expiration3D1645034400000&X-Blackboard-Signature=D06jX8mbU.. LE Seneca Virtual Com... 乙/ L %001 Problem set # 4 Chapter 5 1) A reservoir of water is drained by a 254mm diameter, square-edge orifice with center elevation 88.12m that flows directly into a stream with water surface at elevation 89.49m. The elevation of the reservoir surface is 90.48m. Find the flow through the orifice. 2) A 150-mm- diameter, square-edge orifice convey flow from a reservoir with water level at elevation 79.25m. the center of the orifice is at elevațion 66.10 m. Find the discharge for the free flow. 3) In problem 2 if the tail water is at elevation 71.98m, what is the discharge? 4) Find the discharge over a 90° V-notch weir if the head is 190.5mm. 5) Using the diagram below, find the discharge over the rectangular, sharp-crest weir Elev 37.00 Crest elev. 36.58 Channel inv. 36.12 O 7°C Cloudy ョ ((Dツ hp du

please asap working doesnt have to be perfect

In this exercise we show that in the general case, exact recovery of a linear compression scheme is impossible. a. Let A ∈ Rn,d be anarbitrary compression matrix where n ≤ d−1. Show that there exists u,v ∈ Rd,u= v, such that Au = Av. Hint: Show that there exists u= 0,v = 0 such that Au = Av = 0. Hint: Consider using the rank-nullity theorem.   b. Conclude that exact recovery of a linear compression scheme is impossible.

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No software is required. I just need a explaintion of what is happening to this truss.

Would someone explain in detail the by hand part? I do not understand. Thank you!

i need to know the formulas and rules using in this chematic (ventilation system) and enumeration of the name of the parts used pls quickk

Describe the integration method?

"Heating and cooling systems, EMC, and EMI for wireless power transfer systems."  Please help me to write report abot this topic