Q: describe the logic gates (i think there's 6).
duralumin is an alloy of aluminium and copper and is usually heat treated using precipitation hardening in which it is heated to approx 530 degrees celcius to produce a single phase alloy and then it is quenched to room temp. The second trapped phase slowly precipitates on to the stress planes and strengthens the alloy. Sorry too much of an idea about the manufacturing processes.QUESTION
outline the heat treatment processes for duralumin (an aluminium alloy used in aircraft mostly) and also the manufacturing processes.
Yeah i'm pretty sure thats right and essentially it is the same way of doing it its just you use the nice simple formula and i did the long way around it, lolyou see... i got .0014 aswell... but i went a totally different way...
please correct me where if i went wrong
E = FxL/Axe
(youngs modulas = (force x length) over (area x elongation)
therefore
2.1x10^8 = (1100 x 10) / (37^2 x e)
e = 1100 / (2.1x10^8 x 37^2)
= .0014
is that correct?
aaaah ok then, kewlies, thank you
sorry, i know nothing about archimedes. can someone else answere it?
I managed to get AB as 16.28822036 kN tension.
A brief description of how I did it.
I got the angle under the bridge 12.52880771 (the line from RB to B and the angle between that to horizontal). Using this angle, I then got the vertical distance from the horizontal to B by using trig with the 3m that is given. This distance was 2/3 m.
Now having this distance, I could get the hypotenuse which is RB to B and also the distance of the vertical bar from B. RB to B is square root of (85/9). The distance of the vertical bar from B is 2 and 1/3 m. (3m subtract 2/3 m).
Now cutting it and looking at the RHS, I summed it at B (canceling AB and the hypotenuse I was talking about), and got the top bar's force. I got this as 87 1/7 kN in tension. (This will be useful later on)
Now I look at the LHS. Using the hypotenuse distance square root of (87/9) and also the 3m given I get the area of the triangle RB - A - B. I do this by using 1/2*a*b*sinC. C is worked out by 90 degrees minus the angle under the bridge. (90 - 12.52880771 = 77.47119229). (I get area as 4.5m^2)
Now this area has to equal the other area equation, 1/2*base*height. The height is always perpendicular, so this is what I want, as it is the perpendicular distance from AB to RB. So I need to base, I calculate the base by using a^2 = b^2 + c^2 - 2bc*cos angle. The a is the base, and the rest are form the triangle. I calculate the base as 3.80058475m. Thus height is 2.368056652m. (This is the perpendicular distance between the line AB and the point RB).
Now I sum it at RB, since I sum at RB, the horizontal component of RA is canceled and the force on RB-B is also canceled. This leaves the vertical component of RA (100 kn), AB and the top bar (87 and 1/7 kn in tension).
Thus, 0 = (-100) * 3 + (87 1/7) * 3 + AB * 2.368056652.
AB = 16.28822036kN tension.
I have no idea if this is right. This process is so convoluted that there is a high chance of error throughout the process. What do you guys think?
There must be a better and simpler way than this.
I'll name RA and RB C and D respectively.
There is a reaction Cx, Cy and Dy.
Fx = Cx+10 = 0
Cx = -10 kN
Fy = Dy+Cy - 30 = 0
Dy+Cy = 30
Mc = 3Dy - 30*12 - 3*10 = 0 -> Dy = 130 kN
Thus, Cy = -100 kN
Using method of sections (cbf having the diagram here) -
The angle RB is atan(3/14) = 12.1*
The height of the triangle RB-B is 3tan(12.1) = 9/14
Thus the triangle AB has a height 3-(9/14) = 33/14
angle at AB is arctan((33/14)/3)) =38.16*
Now analysing the section -
Fy = -ABsin(38.16)+RBBsin(12.1) =-30
Taking the moment at A -
Ma = -(-100)*3+(-10)*3+RBBcos(12.1)*3 = 0
so RBB = -92.045 kN
Solving above
AB = (RBBsin(12.1)+30)/(sin38.16) = 17.327 kN so AB is in tension
Injection moulding as plastics have high fluidity when melted ... any1 else to elaborate?Sand Casting. Sand is packed around a finished model and binded so it stays in the same shape. Molten metal is the poured in and allowed to set. The two halves of the sand cavity are taken away leaving the metal. The sand can be reused.
Q. Explain the most common type of moulding for polymers
The smaller strands have less likelyhood to be flawed (surface cracks etc) and therefore will stand up to more bending, stretching. It is also better because if one strand breaks than the rest of the strands can take up the slack and the cable will still operate whereas in the single strand if it breaks its all over.a stainless steel cable is made of multiple strands and wires. detail why this configuratyion is better (stronger, durable, felxible, watever) then a single piece of metal of the same radius as the thickness of the entire cable
as if, i triple checked my answer and i'm 99.9999% sure it is right.Ok, those answers are close. I asked my engineering teacher today, he said consider RHS of truss, and do in two steps using method of sections.
He said don't bother about finding length of vertical member at B as it is too time consuming and so I assumed that length as 1.7m and got an answer of 14. sumthin K