Recent content by freespirit

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    What Is the Correct Calculation of Stress in Welded Cylindrical Rods AB and BC?

    forces force at A is pointed to the left and is in the center on the end force at B is pointed to the right and is at the top and bottom of where C attaches. Can I send you a pic of the thing? It keeps telling me here that the attachment is bigger then 400X 400 and i made sure it wasn't
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    What Is the Correct Calculation of Stress in Welded Cylindrical Rods AB and BC?

    figure for post I can't seem to get the figure to turn out right sorry about this, I will attempt to explain it in words. the first rod AB is 0.9m long and has a diameter of d1=(30mm); 60kN<---- from the A end of this rod the second rod BC attaches to the B end of the first rod it is 1.2m...
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    What Is the Correct Calculation of Stress in Welded Cylindrical Rods AB and BC?

    figure for post ......B____________C .....125kN--->| ...| ...A______________|... | 60kN<---|.... | ...| ...| ....| ...| ...|______________|... | ...|<- 0.9m------>|... | .....125kN--->|___________| ......|<---1.2m-->|
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    What Is the Correct Calculation of Stress in Welded Cylindrical Rods AB and BC?

    Two solid cylinderical rods AB & BC are welded together at B & loaded as shown. Knowing that d(1)=30mm & d(2)=50mm, find the average normal stress in the midsection of (a)rod AB, (b) rod BC. B____________C 125kN--->| | A______________|...
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    Calculating Resultant Force Magnitude and Direction Angle

    Thank You Thank you both for your help.
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    Calculating Resultant Force Magnitude and Direction Angle

    My problem is to determine the magnitude and direction of the resultant force FR=F1+F2 and it's direction, measured counterclockwise from the positive x direction. f1=250 lb @ 60 degrees from x f2= 375 lb @ -45 degrees from x Ok I got the magnitude by doing this: (360-2(255))/2=-75...
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    How Do You Calculate the Resultant Force and Its Direction from Two Vectors?

    My problem is to determine the magnitude and direction of the resultant force FR=F1+F2 and it's direction, measured counterclockwise from the positive x direction. f1=250 lb @ 60 degrees from x f2= 375 lb @ -45 degrees from x Ok I got the magnitude by doing this: (360-2(255))/2=-75...
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