Design a column to support a factored axial load of 1950kN. The column has an effective length of 6m
with respect to y-axis and 4m with respect to x-axis?

Answers

Answer 1

Answer: eccentricity of loading with respect to the centroid. - Member out-of ... columns. Figure 1. Buckling of axially loaded compression members. • The critical ... Effective length for minor (y) axis buckling = Ky Ly = 1.0 x 20 = 20 ft. = 240 in. Step III. ... Column AB has a design factor load Pu = 450 kips

Explanation:


Related Questions

The basic dc-dc converter of Fig. 6-2a has a source of 100 V and a load resistance of 10 ⦠The duty ratio of the switch is D = 0.6, and the switching frequency is 1 kHz. Determine (a) the average voltage across the load, (b) the rms voltage across the load, and (c) the average power absorbed by the load. (d) What would happen if the switching frequency were increased to 2 kHz?

Answers

Answer:

a. 60V

b. 77.46V

c. 600 W

d. there would be no effect when this is done

Explanation:

a.

to get value of average output

Vo = VsD

Vs = 100V

D = 0.6

Vo = 100 V * 0.6

Vo = 60V

Therefore 60V is the value of average voltage

b.

The rms voltage:

= Vs√D

= 100 x √0.6

= 100 x 0.7746

= 77.46V

the rms voltage is Therefore 77.46V

c.

value of average power:

= (RMS)²/R

R = 10

when we put into formula above,

= (77.46)²/10

= 6000.05/10

= 600.005 W

= 600W

d.

If switching frequency is changes to be 2khz it would actually have no effect on the average voltage, average power or rms voltage.

design process 8 steps with definition​

Answers

Answer:

Step 1: Define the Problem.  

Step 2: Do Background Research. .

Step 3: Specify Requirements. .

Step 4: Brainstorm, Evaluate and Choose Solution.  

Step 5: Develop and Prototype Solution.  

Step 6: Test Solution.

Step 7: Does Your Solution Meet the Requirements?  

Step 8: Communicate Results.

can u tell me the definition tho?

palled correctly as “though” which is an alternate form of “although”) at the end is informal usage. It's better placed before “she seems better today

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