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Re: Different results with same input in parallel yambo 4.0.
Posted: Mon Nov 02, 2015 2:35 pm
by Michael.Friedrich
I forgot to mention that the ground state supercell calculations were done with a charged cell and spin in contrast to the ones for the unit cell which of coarse is a major difference...
Re: Different results with same input in parallel yambo 4.0.
Posted: Tue Nov 03, 2015 11:25 pm
by Daniele Varsano
Dear Michael,
the two cases are not equivalent as in one of the two cases you run a spin-polarized calculation.
In this case, if you build the input adding the "-V qp" option you can recognize that the name of the variable(s) will be:
this is reason why the XfnQP_E variable was not recognized.
Best,
Daniele
Re: Different results with same input in parallel yambo 4.0.
Posted: Tue Nov 10, 2015 4:22 pm
by Michael.Friedrich
Sorry for that question. I just used the input from non spin polarized calculations without checking on further changes to be made
I was able to produce nice results with YAMBO
I still can use some piece of advice to perform a more efficient parallelization (on 64 cpus) because the run on 4 of 64 cpus is always taking much more time and seems to start later than on the others which delays the whole calculation very much...
I'm using
Code: Select all
X_q_0_CPU= "1 8 8" # [PARALLEL] CPUs for each role
X_q_0_ROLEs= "k v c" # [PARALLEL] CPUs roles (k,c,v)
X_q_0_nCPU_invert=0 # [PARALLEL] CPUs for matrix inversion
X_finite_q_CPU= "1 1 8 8" # [PARALLEL] CPUs for each role
X_finite_q_ROLEs= "q k v c" # [PARALLEL] CPUs roles (q,k,c,v)
X_finite_q_nCPU_invert=0 # [PARALLEL] CPUs for matrix inversion
which ends up like
Code: Select all
<04d-05h-11m-28s> P0001: Xo@q[1] |################################## | [085%] 04d-05h-06m-39s(E) 04d-22h-56m-40s(X)
<02d-12h-28m-45s> P0002: Xo@q[1] |####################################### | [097%] 02d-12h-23m-53s(E) 02d-13h-56m-44s(X)
<04d-05h-25m-04s> P0003: Xo@q[1] |#################################### | [090%] 04d-05h-20m-07s(E) 04d-16h-35m-09s(X)
<04d-05h-31m-38s> P0004: Xo@q[1] |##################################### | [092%] 04d-05h-26m-47s(E) 04d-13h-40m-02s(X)
<03d-11h-09m-23s> P0005: Xo@q[1] |####################################### | [097%] 03d-11h-04m-34s(E) 03d-13h-12m-16s(X)
<03d-10h-58m-54s> P0006: Xo@q[1] |####################################### | [097%] 03d-10h-54m-05s(E) 03d-13h-01m-15s(X)
<03d-04h-25m-32s> P0007: Xo@q[1] |####################################### | [097%] 03d-04h-20m-51s(E) 03d-06h-17m-54s(X)
<03d-04h-29m-49s> P0008: Xo@q[1] |####################################### | [097%] 03d-04h-25m-09s(E) 03d-06h-22m-02s(X)
<04d-04h-52m-39s> P0009: Xo@q[1] |##################################### | [092%] 04d-04h-47m-56s(E) 04d-12h-57m-56s(X)
<02d-07h-31m-28s> P0010: Xo@q[1] |####################################### | [097%] 02d-07h-26m-45s(E) 02d-08h-51m-48s(X)
<04d-06h-50m-11s> P0011: Xo@q[1] |###################################### | [095%] 04d-06h-45m-22s(E) 04d-12h-09m-41s(X)
<04d-04h-55m-46s> P0012: Xo@q[1] |###################################### | [095%] 04d-04h-51m-02s(E) 04d-10h-09m-28s(X)
<03d-10h-37m-17s> P0013: Xo@q[1] |####################################### | [097%] 03d-10h-32m-41s(E) 03d-12h-39m-23s(X)
<03d-11h-12m-09s> P0014: Xo@q[1] |####################################### | [097%] 03d-11h-07m-26s(E) 03d-13h-14m-32s(X)
<03d-02h-06m-31s> P0015: Xo@q[1] |####################################### | [097%] 03d-02h-01m-56s(E) 03d-03h-55m-40s(X)
<03d-00h-19m-54s> P0016: Xo@q[1] |####################################### | [097%] 03d-00h-15m-20s(E) 03d-02h-06m-27s(X)
<04d-05h-24m-20s> P0017: Xo@q[1] |############################ | [070%] 04d-05h-19m-44s(E) 06d-00h-45m-00s(X)
<03d-09h-08m-52s> P0018: Xo@q[1] |####################################### | [097%] 03d-09h-04m-26s(E) 03d-11h-08m-36s(X)
<04d-05h-18m-49s> P0019: Xo@q[1] |############################## | [075%] 04d-05h-14m-21s(E) 05d-14h-58m-52s(X)
<04d-05h-10m-11s> P0020: Xo@q[1] |############################### | [077%] 04d-05h-05m-49s(E) 05d-10h-26m-39s(X)
<04d-00h-41m-38s> P0021: Xo@q[1] |####################################### | [097%] 04d-00h-37m-15s(E) 04d-03h-05m-12s(X)
<03d-21h-20m-35s> P0022: Xo@q[1] |####################################### | [097%] 03d-21h-15m-52s(E) 03d-23h-39m-14s(X)
<03d-16h-05m-25s> P0023: Xo@q[1] |####################################### | [097%] 03d-16h-00m-49s(E) 03d-18h-15m-48s(X)
<03d-19h-18m-20s> P0024: Xo@q[1] |####################################### | [097%] 03d-19h-13m-44s(E) 03d-21h-34m-01s(X)
<04d-04h-54m-20s> P0025: Xo@q[1] |########################## | [065%] 04d-04h-49m-44s(E) 06d-11h-06m-09s(X)
<03d-14h-04m-13s> P0026: Xo@q[1] |####################################### | [097%] 03d-13h-59m-26s(E) 03d-16h-11m-29s(X)
<04d-05h-18m-20s> P0027: Xo@q[1] |############################# | [072%] 04d-05h-13m-29s(E) 05d-19h-37m-13s(X)
<04d-05h-35m-30s> P0028: Xo@q[1] |############################## | [075%] 04d-05h-30m-46s(E) 05d-15h-20m-45s(X)
<04d-03h-47m-30s> P0029: Xo@q[1] |####################################### | [097%] 04d-03h-42m-45s(E) 04d-06h-15m-31s(X)
<04d-03h-30m-42s> P0030: Xo@q[1] |####################################### | [097%] 04d-03h-25m-50s(E) 04d-05h-58m-13s(X)
<03d-22h-01m-45s> P0031: Xo@q[1] |####################################### | [097%] 03d-21h-57m-01s(E) 04d-00h-21m-28s(X)
<01d-22h-56m-39s> P0032: Xo@q[1] |########### | [027%] 01d-22h-53m-26s(E) 07d-02h-29m-00s(X)
<01d-20h-11m-16s> P0033: Xo@q[1] |####### | [017%] 01d-20h-07m-56s(E) 10d-12h-08m-24s(X)
<02d-00h-56m-16s> P0034: Xo@q[1] |############## | [035%] 02d-00h-52m-53s(E) 05d-19h-37m-04s(X)
<01d-22h-22m-34s> P0035: Xo@q[1] |######## | [020%] 01d-22h-19m-03s(E) 09d-15h-31m-17s(X)
<03d-08h-11m-45s> P0036: Xo@q[1] |######################## | [060%] 03d-08h-09m-39s(E) 05d-13h-35m-50s(X)
<03d-09h-13m-24s> P0037: Xo@q[1] |################################ | [080%] 03d-09h-11m-19s(E) 04d-05h-29m-09s(X)
<04d-04h-20m-53s> P0038: Xo@q[1] |####################################### | [097%] 04d-04h-15m-54s(E) 04d-06h-49m-58s(X)
<03d-22h-56m-07s> P0039: Xo@q[1] |####################################### | [097%] 03d-22h-51m-23s(E) 04d-01h-17m-11s(X)
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<04d-04h-00m-16s> P0041: Xo@q[1] |############################# | [072%] 04d-03h-55m-51s(E) 05d-17h-49m-44s(X)
<03d-01h-56m-37s> P0042: Xo@q[1] |####################################### | [097%] 03d-01h-51m-55s(E) 03d-03h-44m-52s(X)
<04d-03h-50m-08s> P0043: Xo@q[1] |############################### | [077%] 04d-03h-45m-19s(E) 05d-08h-42m-16s(X)
<04d-03h-59m-10s> P0044: Xo@q[1] |################################ | [080%] 04d-03h-54m-28s(E) 05d-04h-52m-30s(X)
<03d-22h-06m-49s> P0045: Xo@q[1] |####################################### | [097%] 03d-22h-02m-07s(E) 04d-00h-26m-47s(X)
<03d-19h-27m-13s> P0046: Xo@q[1] |####################################### | [097%] 03d-19h-22m-30s(E) 03d-21h-43m-05s(X)
<03d-15h-37m-28s> P0047: Xo@q[1] |####################################### | [097%] 03d-15h-32m-45s(E) 03d-17h-47m-12s(X)
<03d-16h-26m-39s> P0048: Xo@q[1] |####################################### | [097%] 03d-16h-21m-57s(E) 03d-18h-37m-13s(X)
<04d-03h-42m-38s> P0049: Xo@q[1] |############################### | [077%] 04d-03h-37m-54s(E) 05d-08h-32m-35s(X)
<02d-20h-19m-07s> P0050: Xo@q[1] |####################################### | [097%] 02d-20h-14m-24s(E) 02d-21h-58m-59s(X)
<04d-06h-25m-10s> P0051: Xo@q[1] |################################### | [087%] 04d-06h-20m-27s(E) 04d-20h-57m-40s(X)
<04d-06h-14m-42s> P0052: Xo@q[1] |#################################### | [090%] 04d-06h-10m-07s(E) 04d-17h-30m-59s(X)
<03d-15h-39m-20s> P0053: Xo@q[1] |####################################### | [097%] 03d-15h-34m-37s(E) 03d-17h-48m-33s(X)
<03d-15h-39m-12s> P0054: Xo@q[1] |####################################### | [097%] 03d-15h-34m-24s(E) 03d-17h-48m-32s(X)
<03d-09h-33m-51s> P0055: Xo@q[1] |####################################### | [097%] 03d-09h-29m-09s(E) 03d-11h-34m-30s(X)
<03d-10h-59m-56s> P0056: Xo@q[1] |####################################### | [097%] 03d-10h-55m-14s(E) 03d-13h-02m-26s(X)
<04d-04h-01m-26s> P0057: Xo@q[1] |################################# | [082%] 04d-03h-56m-49s(E) 05d-01h-08m-47s(X)
<02d-14h-28m-34s> P0058: Xo@q[1] |####################################### | [097%] 02d-14h-23m-57s(E) 02d-15h-59m-27s(X)
<04d-03h-21m-13s> P0059: Xo@q[1] |################################### | [087%] 04d-03h-16m-28s(E) 04d-17h-27m-04s(X)
<04d-04h-16m-16s> P0060: Xo@q[1] |#################################### | [090%] 04d-04h-11m-41s(E) 04d-15h-19m-18s(X)
<03d-14h-16m-36s> P0061: Xo@q[1] |####################################### | [097%] 03d-14h-11m-54s(E) 03d-16h-24m-07s(X)
<03d-13h-42m-49s> P0062: Xo@q[1] |####################################### | [097%] 03d-13h-38m-00s(E) 03d-15h-49m-06s(X)
<03d-07h-14m-42s> P0063: Xo@q[1] |####################################### | [097%] 03d-07h-10m-00s(E) 03d-09h-11m-46s(X)
<03d-08h-36m-43s> P0064: Xo@q[1] |####################################### | [097%] 03d-08h-32m-01s(E) 03d-10h-35m-06s(X)
[michaelf@fe1 work]$ ./statuscheck 64 4d24000/LOG/
cpus: 64
path: 4d24000/LOG/
<01d-21h-22m-20s> P0001: Xo@q[1] |##################### | [052%] 01d-21h-15m-34s(E) 03d-14h-10m-25s(X)
<01d-21h-24m-04s> P0002: Xo@q[1] |############################ | [070%] 01d-21h-17m-20s(E) 02d-16h-41m-54s(X)
<01d-21h-26m-20s> P0003: Xo@q[1] |##################### | [052%] 01d-21h-19m-28s(E) 03d-14h-19m-49s(X)
<01d-21h-00m-32s> P0004: Xo@q[1] |##################### | [052%] 01d-20h-53m-49s(E) 03d-13h-30m-37s(X)
<02d-18h-37m-17s> P0005: Xo@q[1] |####################################### | [097%] 02d-18h-27m-59s(E) 02d-20h-09m-28s(X)
<02d-17h-59m-12s> P0006: Xo@q[1] |####################################### | [097%] 02d-17h-49m-56s(E) 02d-19h-30m-18s(X)
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<01d-07h-47m-47s> P0010: Xo@q[1] |####################################### | [097%] 01d-07h-31m-42s(E) 01d-08h-20m-05s(X)
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<01d-21h-32m-27s> P0012: Xo@q[1] |####################################### | [097%] 01d-21h-16m-20s(E) 01d-22h-25m-58s(X)
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<01d-22h-46m-10s> P0019: Xo@q[1] |####################################### | [097%] 01d-22h-29m-58s(E) 01d-23h-40m-52s(X)
<01d-23h-21m-57s> P0020: Xo@q[1] |####################################### | [097%] 01d-23h-05m-53s(E) 02d-00h-17m-47s(X)
<01d-17h-23m-21s> P0021: Xo@q[1] |####################################### | [097%] 01d-17h-07m-18s(E) 01d-18h-10m-18s(X)
<01d-17h-28m-47s> P0022: Xo@q[1] |####################################### | [097%] 01d-17h-12m-36s(E) 01d-18h-15m-28s(X)
<01d-17h-01m-12s> P0023: Xo@q[1] |####################################### | [097%] 01d-16h-45m-09s(E) 01d-17h-47m-47s(X)
<01d-17h-33m-09s> P0024: Xo@q[1] |####################################### | [097%] 01d-17h-17m-05s(E) 01d-18h-20m-29s(X)
<01d-15h-59m-51s> P0025: Xo@q[1] |####################################### | [097%] 01d-15h-43m-48s(E) 01d-16h-44m-45s(X)
<01d-16h-49m-07s> P0026: Xo@q[1] |####################################### | [097%] 01d-16h-33m-03s(E) 01d-17h-35m-23s(X)
<02d-00h-43m-44s> P0027: Xo@q[1] |####################################### | [097%] 02d-00h-27m-32s(E) 02d-01h-41m-45s(X)
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<03d-09h-13m-03s> P0031: Xo@q[1] |####################################### | [097%] 03d-08h-54m-08s(E) 03d-10h-58m-31s(X)
<03d-09h-36m-46s> P0032: Xo@q[1] |####################################### | [097%] 03d-09h-17m-50s(E) 03d-11h-21m-49s(X)
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<01d-12h-11m-08s> P0057: Xo@q[1] |####################################### | [097%] 01d-11h-55m-05s(E) 01d-12h-49m-42s(X)
<01d-11h-30m-52s> P0058: Xo@q[1] |####################################### | [097%] 01d-11h-14m-49s(E) 01d-12h-08m-50s(X)
<01d-20h-59m-03s> P0059: Xo@q[1] |####################################### | [097%] 01d-20h-42m-52s(E) 01d-21h-50m-55s(X)
<03d-20h-48m-10s> P0060: Xo@q[1] |####################################### | [097%] 03d-20h-31m-33s(E) 03d-22h-53m-04s(X)
<01d-15h-08m-07s> P0061: Xo@q[1] |####################################### | [097%] 01d-14h-52m-04s(E) 01d-15h-51m-08s(X)
<01d-07h-53m-02s> P0062: Xo@q[1] |####################################### | [097%] 01d-07h-36m-55s(E) 01d-08h-25m-33s(X)
<01d-14h-20m-57s> P0063: Xo@q[1] |####################################### | [097%] 01d-14h-04m-54s(E) 01d-15h-02m-52s(X)
<01d-06h-52m-01s> P0064: Xo@q[1] |####################################### | [097%] 01d-06h-35m-58s(E) 01d-07h-22m-32s(X)
Do you have some ideas to overcome this problem?
Thank you,
Michael
Re: Different results with same input in parallel yambo 4.0.
Posted: Tue Nov 10, 2015 4:30 pm
by Daniele Varsano
Dear Michael,
Indeed your calculation seems totally unbalanced.
can you please post the complete input/report/and output files?
It can also be a problem of some nodes of your machines, or unbalanaced parallelization.
Please upload a tgz files with all the info including the LOG directory content (copy paste in the post is not easy to read!).
Best,
Daniele
Re: Different results with same input in parallel yambo 4.0.
Posted: Fri Nov 20, 2015 2:39 pm
by Michael.Friedrich
Dear Daniele,
After all it was a problem at some nodes on the cluster. yambo 4.0.2. works quick and reliable now concerning tddft. The problems I encountered so far made me ask quick for help instead of checking everything thoroughly; I'm sorry for that.
One last question - can I use the output gained from a quantum-espresso calculation with hybrid functionals (like HSE06) in yambo to do tddft calculations?
Best,
Michael
Re: Different results with same input in parallel yambo 4.0.
Posted: Fri Nov 20, 2015 2:43 pm
by Daniele Varsano
Dera Michael,
good to hear things are working.
I've never done it, anyway I do not see any problem in using energies and wfs coming from an HSE calculation for TDDFT. Actually GW is another story instead.
Best,
Daniele
Re: Different results with same input in parallel yambo 4.0.
Posted: Fri Nov 20, 2015 4:51 pm
by Davide Sangalli
Dera Michael,
if you are thinking about computing absorption spectra within TD-DFT on top of HSE it might work.
However, yambo should compute <x>=< (p - [x,V_nl(pseudo)]-[x,V_xc(HSE)]) > / delta_E (The square brackets are for the commutator.)
I.e. HSE, if I'm not wrong, is an hybrid functional with some fraction of exchange which is non local.
Instead yambo will neglect the term [x,V_xc(HSE)] assuming V_xc is still local.
On the other hand for QP correction the new libxc support should work also for HSE, thus you should not have many problems in that case.
The wrong <x> could induce a small error in the screening at q=0 but I expect the effect to be really negligile.
(... well, indeed, I'm not sure it has been already released inside the GPL version.)
Best,
D.
Re: Different results with same input in parallel yambo 4.0.
Posted: Fri Nov 20, 2015 5:08 pm
by Michael.Friedrich
Dear Daniele and Davide,
In general, I didn't think tddft on top of a hybrid functional calculation would be much of a problem, too.
I'm currently testing but unfortunately, there always occurs this problem in yambo, probably related to the format of the wavefunction files?!
(there was no problem within p2y)
Code: Select all
<01s> [01] CPU structure, Files & I/O Directories
<01s> CPU-Threads:1(CPU)-24(threads)-24(threads@X)-24(threads@DIP)
<01s> [02] CORE Variables Setup
<01s> [02.01] Unit cells
<01s> [02.02] Symmetries
<01s> [02.03] RL shells
<01s> [02.04] K-grid lattice
<01s> [02.05] Energies [ev] & Occupations
<01s> [03] Transferred momenta grid
<01s> [04] External corrections
<02s> [05] Optics
<02s> [DIP] Checking dipoles header
<02s> [x,Vnl] computed using 130 projectors
<02s> [WARNING] [x,Vnl] slows the Dipoles computation. To neglect it rename the ns.kb_pp file
<02s> [WF] Performing Wave-Functions I/O from ./SAVE[compute-4-4:17616] *** Process received signal ***
[compute-4-4:17616] Signal: Bus error (7)
[compute-4-4:17616] Signal code: (128)
[compute-4-4:17616] Failing at address: (nil)
[compute-4-4:17616] [ 0] /lib64/libpthread.so.0 [0x3493e0e4c0]
[compute-4-4:17616] [ 1] /opt/pc2_amd64/openmpi/1.3.3-intel/lib/libopen-pal.so.0(opal_memory_ptmalloc2_int_free+0x75) [0x2b510c586615]
[compute-4-4:17616] [ 2] /opt/pc2_amd64/openmpi/1.3.3-intel/lib/libopen-pal.so.0 [0x2b510c587040]
[compute-4-4:17616] [ 3] /lib64/libc.so.6(cfree+0x27) [0x34936758a7]
[compute-4-4:17616] [ 4] ../../Tools/yambo-4.0.2-rev.90/bin/yambo(for_dealloc_allocatable+0xf8) [0x80a988]
[compute-4-4:17616] [ 5] ../../Tools/yambo-4.0.2-rev.90/bin/yambo(wf_load_+0x1e0a) [0x4e6ffa]
[compute-4-4:17616] [ 6] ../../Tools/yambo-4.0.2-rev.90/bin/yambo(dipole_transverse_+0x513) [0x48fff3]
[compute-4-4:17616] [ 7] ../../Tools/yambo-4.0.2-rev.90/bin/yambo(dipole_driver_+0x4f0) [0x48deb0]
[compute-4-4:17616] [ 8] ../../Tools/yambo-4.0.2-rev.90/bin/yambo(x_os_+0x2465) [0x4955c5]
[compute-4-4:17616] [ 9] ../../Tools/yambo-4.0.2-rev.90/bin/yambo(o_driver_+0xa2e) [0x48aa9e]
[compute-4-4:17616] [10] ../../Tools/yambo-4.0.2-rev.90/bin/yambo(yambo_driver_+0x56e) [0x439e5e]
[compute-4-4:17616] [11] ../../Tools/yambo-4.0.2-rev.90/bin/yambo(main+0xd1b) [0x43833b]
[compute-4-4:17616] [12] /lib64/libc.so.6(__libc_start_main+0xf4) [0x349361d974]
[compute-4-4:17616] [13] ../../Tools/yambo-4.0.2-rev.90/bin/yambo [0x437569]
[compute-4-4:17616] *** End of error message ***
Bus error
in r_optics_* there are no WF G-vectors displayed
Code: Select all
[RD./SAVE//ns.db1]------------------------------------------
Bands : 60
K-points : 12
G-vectors [RL space]: 67681
Components [wavefunctions]: 8449
Symmetries [spatial+T-rev]: 6
Spinor components : 1
Spin polarizations : 1
Temperature [ev]: 0.000000
Electrons : 68.00000
WF G-vectors :0
Max atoms/species : 6
No. of atom species : 3
Magnetic symmetries : no
Best,
Michael
Re: Different results with same input in parallel yambo 4.0.
Posted: Mon Jan 04, 2016 12:08 pm
by Michael.Friedrich
Dear all,
first of all a happy new year!
I did some tests with silicon. There p2y worked and I could run some optial calculations but the result is three times lower for hse compared to calculations with pbesol.
Code: Select all
<---> DBs path set to .
<---> Index file set to data-file.xml
<---> Header/K-points/Energies... done
<---> Cell data... done
<---> Atomic data... done
<---> Symmetries...[SI no]...[I yes]...[-I no]...[TR yes]
<---> XC functional...HSE06(XC)
<---> EXX fraction... 0.250000
<---> EXX screening... 0.106000
<---> K-points mesh... done
<---> RL vectors... done
<---> IGK arrays... done
<---> Energies... done
<---> :: Electrons : 8.000000
<---> :: Temperature [ev]: 0.000000
<---> :: Lattice factors [a.u.]: 5.164295 5.164295 5.164295
<---> :: K-points : 16
<---> :: Bands : 16
<---> :: Spinor components : 1
<---> :: Spin polarizations : 1
<---> :: Spin orbit coupling : no
<---> :: Symmetries [spatial]: 24
<---> :: [T-rev]: yes
<---> :: Max WF components : 1676
<---> :: RL vectors (WF): 2181
<---> :: RL vectors (CHARGE): 13323
<---> :: XC potential : HSE06(XC)
<---> :: Atomic species : 1
<---> :: Max atoms/species : 2
<---> == DB1 (Gvecs and more) ...
<---> ... Database done
<---> == DB2 (wavefunctions) ... done ==
<---> == DB3 (PseudoPotential) ... done ==
<01s> == P2Y completed ==
A spectrum is attached hse pbesol si.txt. It's an eps file.
For lithium niobate those calculations still aren't possible at all due to a problem possibly within p2y. As expected, a pbesol calculation with pw.x produces files of the same size and with the same information (excluding XC and different eigenenergies; as far as human readable) as a calculation with hse and everything works fine. Just for a test I exchanged the information in data-file.xml from hse to pbesol but the G vectors are still not found.
So I have no idea what to do anymore...
Best,
Michael
Re: Different results with same input in parallel yambo 4.0.
Posted: Tue Jan 05, 2016 5:51 pm
by myrta gruning
Dear Michael
Thank you for sharing the test on Si. The onset for the HSE spectrum seems quite large, I will check this. Do you know if there are known values from the literature?
Anyway as Davide pointed out, the <x> is not calculated properly when nonlocal xc potential are used as in the case of HSE.
<x>=< (p - [x,V_nl(pseudo)]-[x,V_xc(HSE)]) > / delta_E
This is easy to understand: in fact <p> is +/- the same for PBE and for HSE. On the other hand delta_E is much larger for HSE. Then when [x,V_xc(HSE)] is not accounted for (as it is the case in the present implementation), the oscillator strengths of HSE are much smaller than for the PSESOL and as a consequence the optical spectrum too low as in your results.
So I think that unfortunately HSE cannot be used for TDDFT calculations for the moment.