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The half-life of Th(227) is 18.72 days. It decays by alfa emission to Ra(223), an alfa emitter whose half-life is 11.43 days. A
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An organization that does not require precise measurements of the use of services probably would allocate its service center
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I needed to know if you could tell me if I have identified the proper tense and verb of my sentences? I am not asking for the
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Answers (21)
using V2=U2+2aS a=V2_U2/2S=20*20/2*100=400/200=2m/s2 F= ma F=800*2=1600N
where i=3 come from??
Is I = radius(a)/distance(d)?
VAlue of I please
THanks! The second for HW3_2B please?
First par please and the others?
THanks guys, anybody managed other problem in 1 and 2?
Thanks, please answer ? a)Express b in term of, if necessary, R , L , C ?
Thanks FLu! Yes, Problem 1+2 please?
Rotating blade (body force in axial loading) A blade is fixed to a rigid rotor of radius R spinning at omega rad/sec around the vertical z-axis (see figure). Neglect the effects of gravity. Calculate the peak stress in the blade: sigma_max_n Calculate the
Have same problem like Flu. I=1*0.1*8=0.8 ((1.25663706*10^-6*0.8)/2*pi*8)*ln(1+(8/22)) This formula did not work, could somebody check it please? Thankyou
Thanks FLu, I got it now. Please someone for the other problems?
Yes, please explain the way guys!
Me too please help! (a) Calculate the magnitude of the total current (in A) carried by the rotating sphere for the following values of ó, ù and R: sigma= 6x10−4C m−2, w= 5 rad⋅s−1 and R=1m b) Calculate the magnitude of the magnetic field B(z) (in
b) Calculate the magnitude of the magnetic field B(z) (in T) that is generated by the circular current of the rotating shell at a point P on the z-axis for the following values of ó, ù , z and R: sigma= 6x10−4C m−2, w= 5 rad⋅s−1, z= 1.92 m and
b) Calculate the magnitude of the magnetic field B(z) (in T) that is generated by the circular current of the rotating shell at a point P on the z-axis for the following values of ó, ù , z and R: sigma= 6x10−4C m−2, w= 5 rad⋅s−1, z= 1.6 m and
(a) Calculate the magnitude of the total current (in A) carried by the rotating sphere for the following values of ó, ù and R: sigma= 6x10−4C m−2, w= 5 rad⋅s−1 and R=1m b) Calculate the magnitude of the magnetic field B(z) (in T) that is
a) Calculate the magnitude of the total current (in A) carried by the rotating sphere for the following values of ƒÐ, ƒÖ and R: ƒÐ= 6 �~10−4C m−2, ƒÖ= 7 rad⋅s−1 and R=1m (b) Calculate the magnitude of the magnetic field B(z) (in T) that is
Please Problem 3 c) second part tesla in meters!?
Please answer second part tesla in meters problem 3) c) !
Thank you very much for your immediate response!