The vertical U-Section of a water distribution system seen on the drawing is considered. All hydraulic and dimensional data of the flow piece are known as given below. Calculate the Horizontal and Vertical components of the force acting on the flanges connecting the piece to the system. Q₁ = 30 [lt/s], P₁= 200 [kPa], d₁ = 50 [mm] P₂ = 150 [kPa], Q2 = 22 [It/s], Q = 8 [lt/s], d₂ = 100 [mm] 22 = 0,7 10³ [m²] Pa = 100 [kPa], 2₂ P₂ Q1 Р1 Ф d d₁ Q2 ΩΡΩ

The vertical U-Section of a water distribution system seen on the drawing is considered. All hydraulic and dimensional data of the flow piece are known as given below. Calculate the Horizontal and Vertical components of the force acting on the flanges connecting the piece to the system. Q₁ = 30 [lt/s], P₁= 200 [kPa], d₁ = 50 [mm] P₂ = 150 [kPa], Q2 = 22 [It/s], Q = 8 [lt/s], d₂ = 100 [mm] 22 = 0,7 10³ [m²] Pa = 100 [kPa], 2₂ P₂ Q1 Р1 Ф d d₁ Q2 ΩΡΩ

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

For the tutorial question, assume the inputs are: A = 0.75 [m] ; B = 1.03 [m] ; C = 0.685 [m] ; U = 33.5 [km/hr]; ANSWER: 1A) In the gradient equation of the keel L(z) = A + B · z; A = 1B) and B = 2) If Re_CR = ρ · U · L_CR; then L_cr [m] = 3A) To determine D_S, one needs first to calculate C_f_l(z). In the equation C_f_l(z) = D / l(z)^(-0.2) + E / l(z); D = 3B) and E =
A sludge mixture having a specific gravity of 2.93 and a viscosity of 0.09 grams per centimeter second [g/(cm•s)] is pumped from a reactor to a holding tank. The pipe is a 2.5 inch [in] diameter pipe. The velocity is 1.8 meters per second [m/s]. Determine the Reynolds number in the pipe for the system and indicate if the flow is laminar, in transition, or turbulent.
3. A projectile is fired with an initial velocity of 63 m/sec upward at an angle of 30° to the horizontal from a point 85m abou a level plain. what horizontal distance will it Gover before it strikes the level plain? [462 m] Repeat the problem if the projectile is fired down ward at 30° to the horizontal level [111.65m]. jo
This is not a graded question. Solve asap
A particle has a mass of 5 kg and is moving with a speed Vo down the inclined plane shown At that moment the force F is applied parallel to the plane whose magnitude is variable in time As shown in the Graph shown if the coefficient of friction between the contact surfaces of 0.25 and requiring the particle to come to rest in 12 seconds Determine Vo angle: 25 degrees Vo 25 $F[N] 700 t[s]
Please do this carefully.
I'm confused about how to solve this.
Solve correctly
Please do this carefully.
The beam shown in the figure has a self-weight of 200 [kgf/m]. Determine and graph the axial load, shear and bending moment of the beam with respect to the coordinate “s” indicated in the figure. When graphing internal force diagrams, be sure to illustrate zero, maximum, and minimum crossings.
Packaging and distribution system in a factory, through a spring and conveyor beltreferences As given by the figure, the boxes are left on the spring and pushed onto the conveyor belt. The boxes are originally located on uncompressed broadcast h up. When they are left, boxes, each with a mass of m, compress the spring as much as ΔL. All potential energy of the box in the spring is converted into elastic energy. calculate ΔL as [m] for M = 5 kg, spring constant k = 262 N/M, h = 0.85 m, and gravity acceleration g = 9.81 m/s2.
a a y a=2, b=5, c=4, d=3 [m] |F|= 6V29[kN] |F,|= 3/29[kN] |F|= 3/29[kN] For the force system depicted above determine (with the accuracy to two decimal places): A. Sum vector [kN] (don't enter units in the answer box) B. Center of the parallel force system [m] (don't enter units in the answer box) C. Moment of the system about the center of the parallel force system [kNm] (don't enter units in the answer box)