Question

In: Civil Engineering

For an edge flat panel, given that Vu=160 k , slab thickness = 10 in, d...

For an edge flat panel, given that Vu=160 k , slab thickness = 10 in, d = 9 in, fc'= 3000 psi , fy = 60000 psi, column dimensions 24 x 24 in . Answer the following questions : a- Is shear reinforcement required ? (show your calculations) b- Will shear reinforcement solve the problem ? (show your calculations) c- Determine the parameter required to resist the given ultimate shear load then find a . d- Determine the stirrups spacing S . e- Determine the number of stirrups .

Solutions

Expert Solution

shear strength of requried=Vn

Vu = 160k

Vn= 160/0.75 = 213.33k

shear strength of concrete =Vc

compare Vc and Vn

VC  < Vn as 23.6 < 213.33k

therefore shear reinforcement is required

Vs1 =Vn -Vc

assume 2 legs Av = 2 (,11) =0.22 in2

spacing of stirrup = s

use 4 bar 2 legged striupp @ 4 in

ACI max spacing = max of( d/2 or 24 inch) = 4.5 inch or 24 inch

use 4 bar 2 legged striupp @ 4 in

s max = 24 inch so 1 inch provided is ok

ACI min steel max=

  

number of stirrup per feet = 12 number of stirrup


Related Solutions

A dielectric slab of thickness b and dielectric constant k is placed between the plates of...
A dielectric slab of thickness b and dielectric constant k is placed between the plates of a parallel plate capacitor of plate area A and separation d. A potential difference ?o is applied with no dielectric present. The battery is then disconnected and the dielectric lab is inserted. Assume that ?=100cm2,?= 1.0cm,?=0.50c,?=7.0 and Vo=100 ?. a. The capacitance ?o before the slab is inserted. b. The capacitance C with the slab inserted. c. The free charge q. d. The electric...
Question 1: Monopoly A monopoly’s demand function is given by: D;P=160-2Q. It’s costs are given by:...
Question 1: Monopoly A monopoly’s demand function is given by: D;P=160-2Q. It’s costs are given by: AC=MC=40. Calculate the firm’s profit. Based on a. illustrate this market, including all intercepts, and calculate the deadweight loss caused by the monopolisation of this market. The profit function for a second monopoly is given by: π=600Q-2Q3-1000. Calculate the firm’s fixed costs. Using the profit function in c. calculate the firms profit if it firm produces 17 units. Using the profit function in c....
[10 marks] In the UK’s market for cars, demand D is given by D = 120...
[10 marks] In the UK’s market for cars, demand D is given by D = 120 − 3p where p is the price of cars. The supply of cars is given by S = 3p. Define a competitive equilibrium for this market and find the equilibrium price of cars and the quantity traded. Draw a graph of these supply and demand functions (putting p on the “y-axis”) and illustrate the equilibrium outcome on that graph. b) [8 marks] Suppose the...
2.(10) Suppose that you have a choice between monopoly outcomes and competitive outcomes. Demand is D=160‐4P,...
2.(10) Suppose that you have a choice between monopoly outcomes and competitive outcomes. Demand is D=160‐4P, and supply/mc=20. a. What is the equilibrium (price and quantity) under both situations? Competition: Monopoly : b. (4) What is the welfare under both situations? Use the standard monopoly model and measures of welfare. Competition : Monopoly :
Given that K a1 =5.9 x 10 −3 and K a2 =6.0x10 −6, calculate the pH...
Given that K a1 =5.9 x 10 −3 and K a2 =6.0x10 −6, calculate the pH after titrating 70 mL of 0.10 M H2SO3 with 50 mL of 0.10 M KOH. Consider the titration of 30 mL of 0.10 M H2CO3 with 50 mL of 0.10 LiOH. What would the pH be if K a1 =6.0×10 −3  and K a2 =5.9×10 −7?
Given a normal distribution with 100 and 5-10, complete parts (a) through (d)
Given a normal distribution with 100 and 5-10, complete parts (a) through (d).  a. What is the probability that X > 95?    The probability that X> 95 is _______  b. What is the probability that X< 85?    The probability that X < 85 is _______  c. What is the probability that X < 75 or X> 115?   The probability that X < 75 or X> 115 is _______  d. 90% of the values are between what two X-values (symmetrically distributed around the mean)?   90%...
Given a normal distribution with μ = 100 and σ=10, complete parts​ (a) through​ (d). a....
Given a normal distribution with μ = 100 and σ=10, complete parts​ (a) through​ (d). a. What is the probability that X > 95? The probability that X > 95 is ___. ​(Round to four decimal places as​ needed.) b. What is the probability that X < 75​? The probability that X < 75 is ___. ​(Round to four decimal places as​ needed.) c. What is the probability that X < 85 or X > 110​? The probability that X...
A) CaCO3(s)⇌CaO(s)+CO2(g) Given the following data: Temperature (K) K 298 1.93×10−23 1200 1.01 what can be...
A) CaCO3(s)⇌CaO(s)+CO2(g) Given the following data: Temperature (K) K 298 1.93×10−23 1200 1.01 what can be said about this reaction? It will accomplish the following reaction: Given the following data: Temperature (K) intial =298 final= 1200 K initial= 1.93 x10^-23 K final=1.01 what can be said about this reaction? a) Lower temperatures result in more lime formation. b)The reaction makes more lime at higher temperatures. c)The reaction goes to completion at 1200 K. d) The equilibrium lies far to the...
For a given reaction, the rate constant is k'= 2.0 * 10^-4 L*mol^-1*s^-1 at T' =...
For a given reaction, the rate constant is k'= 2.0 * 10^-4 L*mol^-1*s^-1 at T' = 298K and k= 4.5 * 10^-3 L*mol^-1*s^-1 at T=345K Calculate the Arrhenius parameter A
a.The production function of Firm X is given as follow: q=10(K0.5)(L0.5) where q, K and L...
a.The production function of Firm X is given as follow: q=10(K0.5)(L0.5) where q, K and L denote firm's output, capital and labor respectively. The marginal product of labor (MPL ) and capital (MPK ) are expressed as follow: MPL  =5(K0.5)(L-0.5) MPK =5(K-0.5)(L0.5) i. What are the capital elasticity of output and labor elasticity of output respectively? ii. If the wage of labor (w) and rental of capital (r) are $100 and $400 respectively, what is the minimum cost required to produce...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT