Complete soln and correct units pls. Thanks Problem 4Show that the quantity of water flowing across a triangular V-notch of angle 26 isQ = Ca(8/15)tan (6/2)(2g)²H? . Find the flow if the measured head above the bottom of the V is 50 cm,when e =45° and C = 0.6.

Answered: Image /qna-images/answer/eda1d7ed-a6f6-460c-bf0e-210eae4ebf12.jpg

Answered: Problem 4 Show that the quantity of…

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

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= 4.33 9.74m/ seć n/ 4(0.2)2 HOMEWORK Q1l A (30 N/s) flow throw the reducer of the proceeding problem ,the air in the (300mm) pipe having weight density of (9.8 N/m' ) in the flowing through the reducer producing a redaction of density .assuming that the weight density of the air in the (200 mm) pipe is (7.85 N/ m'). Calèulate the mass and volume flow rate. Q2/ (2) Water enters a conical diffusing passage (see Figure below). With a flow rate of 10ft'/s, and if the entrance cross-section area is 2 ft, what's the average velocity at the entrance to the diffuser? What must the diffuser exit area be to reduce the velocity to 0.5 ft/s? 4 = 2 f Q = 10 cfs - m = AQ: oiclooleo or boon ow.matve binl to sinsb omit letot odi stum hn th .C
SUPPLEMENTARY QUESTION The figure shows two reservoirs connected by a pipe. The discharge rate in the pipe is known to be equal to SN/100 (m2/s) (where SN is the sum of your student number). Calculate the height of the second reservoir (H2), and the pressure head, velocity head and elevation head at point 3 (mid-point of the pipe). HI 300 m H2 datum A = SN/1000 L = 100 x SN (m) D 0.3 m Please solve these question my sn number 31
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Question 4. The flowrate of the flow is 0,2 m³/s in a pipe placed on a horizontal plane. The pipe diameters are as 0.4 m and 0.2 m for D1 and D2, respectively. Find the 43 resultant force *(kN) acting to the pipe by the flow. The gauge pressure at (1) is P1=200 kN/m². (1) Figure 4
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Problem 4 Show that the quantity of water flowing across a triangular V-notch of angle 20 is Q = C«{8/15)tan (0/2)(2g)/H? . Find the flow if the measured head above the bottom of the V is 50 cm, when e =45° and G = 0.6.