Given: m = 0.3 kg; vA = 4 –; t = 0.1 s; R = 0.6 m; µ = 0.35; a = 30°;NB = 15°; h, = 60 cm; k = 0.1стVB, Vc, Nc, Vp =?'B CheA sımall ball taken as a particle is going from position A inside of the tube. Determinethe velocity of ball on positions B, C and D, and the force of its pressure on a wall ofthe tube at the point C. Neglect the friction forces on curvilinear parts of movement.1 - the time of movement of a body on distance – BD- initial compression of the springh.k – the spring constant

You have asked many questions as per guide lines we can answer first one, for rest of the questions…

m Given: m = 0.3 kg; v4 = 4 –;t = 0.1 s; R = 0.6 m; µ = 0.35; a = 30°; N B = 15°; h, = 60 cm; k = 0.1. ст VB, Vc, Nc, Vp =? 'B C! he small ball taken as a particle is going from position A inside of the tube. Determine e velocity of ball on positions B, C and D, and the force of its pressure on a wall of e tube at the point C. Neglect the friction forces on curvilinear parts of movement. T - the time of movement of a body on distance – BD h. – initial compression of the spring k – the spring constant | | -

m Given: m = 0.3 kg; v4 = 4 –;t = 0.1 s; R = 0.6 m; µ = 0.35; a = 30°; N B = 15°; h, = 60 cm; k = 0.1. ст VB, Vc, Nc, Vp =? 'B C! he small ball taken as a particle is going from position A inside of the tube. Determine e velocity of ball on positions B, C and D, and the force of its pressure on a wall of e tube at the point C. Neglect the friction forces on curvilinear parts of movement. T - the time of movement of a body on distance – BD h. – initial compression of the spring k – the spring constant | | -

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

a.Determine the volume of lead weighing 110 kN/m^3 must be fastened to the outside bottom to make the cylinder float vertically with 1m submerged? 1kg = 9.81 N b. What volume of lead is required if placed inside the cylinder? COMPLETE SOLUTION PLS
A 6 - in . - diameter piston is located within a cylinder which is connected to a 4 - in . - diameter inclined - tube manometer as shown in Fig . P2.53 . The fluid in the cylinder and the ma nometer is oil ( specific weight = 59 lb / ft ? ) . When a weight W is placed on the top of the cylinder the fluid level in the ma nometer tube rises from point ( 1 ) to ( 2 ) . How heavy is the weight ? Assume that the change in position of the piston is negligible .
Oil (µ = 0.35 Pa-sec) flows through a horizontal 20 cm diameter circular pipe. The velocity at any point in the pipe’s cross-section a distance at a distance y from the center is: V =64(r² − y²) / μ where: r = 10 cm (radius of the pipe) Determine the following: a) Maximum flow velocity (m/sec) b) Shear stress (Pa) at the pipe’s centerline c) Shear stress (Pa) at the pipewalls?
flow of water in the below diagram is from point X to Y. The oil is in the e inverted U-tube manometer. The mercury is in the bottom of the manome ressure difference P -P in kPa?
a)Determine the depth z (in feet) of oil in the tank.b)Determine the differential reading, h (in feet), on the manometer.
Given: diameter of orifice=100mm diameter of tank=1.2m C=0.65 solve for the time it takes to: a) remove the first liquid b) remove the second liquid c) completely drain the tank use 3 decimal places
Determine the diameter of an orifice that permits a tank of horizontal crosssection 1.5m2 to have its liquid surface draw down at the rate of 160 mm/sfor a 3.35-m head on the orifice. Use C=0.63.
You have a pipe with an inside diameter of 3.48 in. and roughness 0.00032 in. A fluid with specific gravity 0.9497 and kinematic viscosity 0.000272 ft^2/s moves between two points separated by a vertical distance of 24.7 ft. The pipe has a total length of 91.8 ft and has 5 long-radius 90° elbows. The pressure drop between the two points is known to be 11.933592 psig. What are the total losses in in? NOTE: Express the answer to 4 decimal places.
What is the mass (lbm) of an object that has a base area of 4 inch2 which exerts a pressure of 25 psi? 2.) Determine the dynamic viscosity (Pa-sec) and kinematic viscosity (m2/s) of water with a specific weight of 9.81 kN/m3, if a Falling Sphere Viscosimeter test is conducted using an aluminum sphere that has a diameter of 10 mm and a specific weight of 28.06 kN/m3. The theoretical terminal velocity of the sphere is 0.650 m/s. Round off your answer to 3 decimal places. 3.) Given the water tank A in an orifice setup that transfers water to tank B, determine the theoretical and actual velocity and flow rate if the time it takes to fill up tank B is 20 sec. 4.) Given the computed velocities and flow rates in Question 3, determine the coefficient of contraction, velocity, and discharge. Assume the diameter of vena contracta to be 4mmø.
Determine the dynamic viscosity (Pa-sec) and kinematic viscosity (m2/s) of water with a specific weight of 9.81 kN/m3, if a Falling Sphere Viscosimeter test is conducted using an aluminum sphere that has a diameter of 10 mm and a specific weight of 28.06 kN/m3. The theoretical terminal velocity of the sphere is 0.650 m/s. Round off your answer to 3 decimal places.
Spherical particles of silica of 0.1mm diameter falls in water filled in a glass cylinder of 40mm internal diameter. A. Compute the terminal settling velocity of the silica particles using the computed settling velocity of single particle from previous item when mass ratio of water to silica is 5. B. Calculate the terminal settling velocity of a steel ball, 3mm diameter and of density 7870 kg/m3 in an oil of density 850 kg/m3 and viscosity 0.04 kg/m-s. C.Estimate the terminal settling velocity of single particle of silica.
An illegal connection was observed on a 300 mm diameter horizontal pipe. Upstream from the connection two gages 600 m apart showed a pres- sure difference of 140 kPa. Downstream from the connection two gages 600 m apart showed a pressure difference of 116 kPa. How much oil (sp.gr.=0.8450) is being stolen due to the illegal connection? Assume loss of head ranging from 40% - 50 % of velocity head for every 50 m. (PLEASE INCLUDE COMPLETE SOLUTION) USE BERNOULLI'S ENERGY EQUATION