!this is the continuing calculation of t69 in anaddb part
!for Crystalline AlAs

!the flags
dieflag 4  !the frequency dependent dielectric tensor is calculated
elaflag  4  !the flag for the elastic constant
piezoflag 7
instrflag 1  !the flag for the internal strain tensor

! Wavevector list number 1

nph1l 1 !number of phonons in list 1
qph1l  0.0 0.0 0.0 1.0 !the Gamma point

! Wave vector list no. 2

nph2l 1  !number of phonons in list 2
qph2l 0.0 0.0 1.0 0.0  ! why here the normalization factor is 0

#%%<BEGIN TEST_INFO>
#%% [setup]
#%% executable = anaddb
#%% input_ddb = t69o_DS3_DDB
#%% test_chain = t69.in, t70.in
#%% [files]
#%% files_to_test = 
#%%   t70.out, tolnlines = 0, tolabs = 0.000e+00, tolrel = 0.000e+00, fld_options = -easy
#%% [paral_info]
#%% max_nprocs = 4
#%% [extra_info]
#%% authors = X. Wu
#%% keywords = 
#%% description = 
#%%   This is the anaddb calculation for the case #69, which uses DDB file
#%%   generated by previous calculation. In this run, several tensors under
#%%   different boundary conditions are computed. They are respectly: relaxed ion
#%%   dielectric tensor, free-stress dielectric tensor; relaxed ion elastic
#%%   (and compliance) tensors under fixed-electric and under fixed-
#%%   displacement field boundary conditions; internal strain tensors (
#%%   force response and displacement response); relaxed ion  piezoelectric
#%%   tensors of several different definations (e, d, g, h tensors).
#%%   Please refer to Infos/Theory/vanderbilt-anaddb-notes.pdf for details.
#%%   In the previous version, only relaxed(clamped) ion dielectric, piezoelectric,
#%%   elastic tensors and internal strain tensors were computed. In this new version,
#%%   piezoelectric (d, g, h tensors), free-stress dielectric tensor, elastic
#%%   tensors at fixed displacement filed and elastic tensor with stress correction
#%%   are the new abilities of anaddb.
#%% topics = Elastic
#%%<END TEST_INFO>