A large container of benzene is transported on the truck. Determine (1) the level in each of thevent tubes A and B if the truck acceleration at a = 0.5 m/s². (2) the maximum constantacceleration of the truck without spill benzene from the vent tubes.When the truck is at rest, ha = hg = 0.1 m.-0.2 m-2.0 m0.2 m→|A [0.25 m BhATTheaent learning. Disser.ie work and is not permitted.ó copyrig.- (including on the World vSOLUTION1.0 m1.0 mΔηh'Bhg =0.1 mhA = 0.1 mh'aImaginary free surface(a)The imaginary surface of the benzene in the accelerated tank is shown above.actan0 =(1)0.5 m/s²9.81 m/s²0 = 2.91774938°Ah = 1m * tan0 = 0.051m3Homework #2 Problemsh, = ha – Ah = 0.1 m – 0.051 m = 0.049mhg = hg – Ah = 0.1 m + 0.051 m = 0. 151m(2) The imaginary surface of the benzene in the accelerated tank will spill from vent B. Thus,0.15macAh = h'3 – hB = 0.25 m – 0.1 m = 0.15 mtan0 =1mg(0.15m= 1.47 m/s²ac = 9.81 m/s²1minstructors in. A large container of benzene is transported on the truck. Determine (1) the level in each of thevent tubes A and B if the truck acceleration at a = 1.5 m/s². (2) the maximum constantacceleration of the truck without spill benzene from the vent tubes.When the truck is at rest, ha = hg = 0.6 m.0.2 m→ --0.2 m4.0 mВ|AhaThs1 ma

Name: A large container of benzene is transported on the truck. Determine (
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: A large container of benzene is transported on the truck. Determine (1) the level in each of thevent tubes A and B if the truck acceleration at a = 0.5 m/s². (2) the maximum constantacceleration of the truck without spill benzene from the vent tubes

Engineering

Mechanical Engineering

A large container of benzene is transported on the truck. Determine (1) the level in each of the vent tubes A and B if the truck acceleration at a = 0.5 m/s². (2) the maximum constant acceleration of the truck without spill benzene from the vent tubes. When the truck is at rest, ha = hB = 0.1 m.

A large container of benzene is transported on the truck. Determine (1) the level in each of the vent tubes A and B if the truck acceleration at a = 0.5 m/s². (2) the maximum constant acceleration of the truck without spill benzene from the vent tubes. When the truck is at rest, ha = hB = 0.1 m.

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

The waterwheel consists of a series of flat plates that have a width b and are subjected to the impact of water to a depth h, from a stream that has an average velocity of V. The wheel is turning at w. Part A Determine the power supplied to the wheel by the water Express your answer in terms of the variables b, h, w, V, Rand water density pw.
Q2.A/ Show that the expression (1/2 mv² = √mgh) is dimensionally correct, where v is the velocity and g is the gravitational acceleration, m is the mass and h is the height. 24~ niform
: Water Flow into horizontal pipe with velocity of v. Determine the horizontal and vertical component of force and the moment at A need to hold the elbow in place. Neglected the weight of the elbow and the water within it . Take v between 1 to 5 m/s and D1 between 0.2 to 1.0 m and D2 between 1.0 to 0.2 m. 3 m D1 v1 A В
A large tank weighing 80 N and containing 0.25 m³ of water, is pulled horizontally by a force of 100 N. The tank is open to the atmosphere (a) Determine the acceleration of the tank. (b) Determine the equation of the free surface and the inclination the angle 0. y X. ax
Draw the hydrostatic pressure distribution diagrams on the surfaces. A A В В C. h2 D |E h3 h3 F
The position of a particle according to the appropriate coordinate set can be vectorially specified in meters as r = i(sin2πt) -16j(1-e-t/4) + kt2/4 where t is the movement time of particle in seconds after passing its origin. If the mass of the particle is 2,4 kg, calculate the x component of its R force and the magnitude of its resultant force R at time t = 4s.
Water is discharged into the atmosphere from the pipe at 15 m/s. Neglect the resistance provided by the pipe at C, and the weight of the pipe and the water within it. 100 mm 300 mm 60 mm 150 mm Part A Determine the horizontal component of force that is developed at the fixed support A by the ground in order to hold the pipe in equilibrium. Express your answer to three significant figures and include the appropriate units. Enter positive value if the direction of the force is to the right and negative value if the direction of the force is to the left.
Pravinbhai
Given the velocity through the exhaust of the rocket is: U(r) = Umax (1-1) 1¹/² R Umax is a constant r is the radial coordinate out from the center of the engine R is the outside radius of exhaust flow Determine the reaction force of the exhaust in terms of: p, Umax, and R
Water is discharged into the atmosphere from the pipe at 14 m/s (Figure 1). Neglect the resistance provided by the pipe at C, and the weight of the pipe and the water within it. 100 mm B 300 mm 60 mm 150 mm A Determine the horizontal component of force that is developed at the fixed support A by the ground in order to hold the pipe in equilibriu Determine the vertical component of force that is developed at the fixed support A by the ground in order to hold the pipe in equilibrium. Determine the moment that is developed at the fixed support A by the ground in order to hold the pipe in equilibrium.
Draw the free-body diagram When the A-tide water descends, the tide gate rotates automatically opening to drain the water from marsh B. For the high tide condition shown, Determine the horizontal reactions developed at joint e and at top D. The length of the gate is 13 cm and its height is 4 m. p water = 1.0 Mg / m3. 4 m 3 m 2 m