[Nek5000-users] test of the time average of turbChannel--what's wrong?
nek5000-users at lists.mcs.anl.gov
nek5000-users at lists.mcs.anl.gov
Sat May 31 22:28:43 CDT 2014
By the way, I output the beta and alpha at time=2*DT,
#time = 4.0000000E-02
# y alpha Umean
0.000000000E+00 3.333333333E-01 0.000000000E+00
#time = 4.0000000E-02
# y beta R_uu R_vv R_ww R_uv
0.000000000E+00 6.666666667E-01 0.000000000E+00 0.000000000E+00 0.000000000E+00 0.000000000E+00
Here, alpha=1/3 and beta=2/3, just as I mentioned before.
在 2014-06-01 10:58:25,nek5000-users at lists.mcs.anl.gov 写道:
Hi, all:
I read about the time average method in the turbChannel.usr/userchk,here is the origin codes:
if(icalld.eq.0) then
call rzero(uavg,n)
call rzero(urms,n)
call rzero(vrms,n)
call rzero(wrms,n)
call rzero(uvms,n)
atime = 0.
timel = time
call planar_average_s(yy ,ym1 ,w1,w2)
icalld = 1
endif
dtime = time - timel
atime = atime + dtime
if (atime.ne.0. .and. dtime.ne.0.) then
beta = dtime/atime
alpha = 1.-beta
ifverbose = .false.
call avg1(uavg,vx ,alpha,beta,n,'uavg',ifverbose)
As seen , atime and timel is initialized by 0 and time, so when time=time+DT, dtime=DT, atime=DT, so the first average value is vx(t=DT), when time=time+2*DT, dtime=2*DT(timel is not changed, just equal to the initial value ),atime=3*DT, here question comes: this will lead to vxmean(t=2*DT)=2/3*vx(t=DT)+1/3*vx(t=2*DT), this is not what we respect. The right one is make sure that dtime=DT all the time.
Also, I do a test to verify this.In order to be more reliable, the velocity isn't nomorlized by u_tau. First, calculate by 1 step and output the means.dat, so the value equal to the time=DT's
#time = 2.0000000E-02
# y uup_tau Umean
0.000000000E+00 2.031155153E-02 0.000000000E+00
2.565198406E-03 2.031155153E-02 1.285886819E-02
then restart with the field from previous calculation and output the means.dat, this will output the value of time=2*DT's,
#time = 4.0000000E-02
# y uup_tau Umean
0.000000000E+00 2.072569248E-02 0.000000000E+00
2.565205097E-03 2.072569248E-02 1.288671376E-02
At last, restart the calculation and run 2 steps to calculate the average of vx(time=DT) and vx(time=2*DT)
#time = 4.0000000E-02
# y uup_tau Umean
0.000000000E+00 2.061649552E-02 0.000000000E+00
2.565198406E-03 2.061649552E-02 1.287524390E-02
As can be seen, the 2 step average is almost equal to the average of step 1 and step 2. So what's wrong with my understanding? Is timel alway updated to the previous time and make sure that dtime=constant? How?
Can anyone help?
Xianbei
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