Example #1
0
def alm2map_raw(alm, map, ainfo, minfo, spin=2, deriv=False, copy=False):
    """Direct wrapper of libsharp's alm2map. Requires ainfo and minfo
	to already be set up, and that the map and alm must be fully compatible
	with these."""
    if copy: map = map.copy()
    alm_full = utils.to_Nd(alm, 2 if deriv else 3)
    map_full = utils.to_Nd(map, 4)
    map_flat = map_full.reshape(map_full.shape[:-2] + (-1, ))
    sht = sharp.sht(minfo, ainfo)
    # Perform the SHT
    if deriv:
        # We need alm_full[ntrans,nalm] -> map_flat[ntrans,2,npix]
        # or alm_full[nalm] -> map_flat[2,npix]
        map_flat[:] = sht.alm2map_der1(alm_full, map_flat)
        # sharp's theta is a zenith angle, but we want a declination.
        # Actually, we may need to take into account left-handed
        # coordinates too, though I'm not sure how to detect those in
        # general.
        map_flat[:, 0] = -map_flat[:, 0]
    else:
        map_flat[:, :1, :] = sht.alm2map(alm_full[:, :1, :],
                                         map_flat[:, :1, :])
        if map_flat.shape[1] > 1:
            map_flat[:, 1:, :] = sht.alm2map(alm_full[:, 1:, :],
                                             map_flat[:, 1:, :],
                                             spin=spin)
    return map
Example #2
0
def map2alm_raw(map, alm, minfo, ainfo, spin=2, copy=False):
	"""Direct wrapper of libsharp's map2alm. Requires ainfo and minfo
	to already be set up, and that the map and alm must be fully compatible
	with these."""
	if not (map.dtype == np.float32 or map.dtype == np.float64): raise TypeError("Only float32 or float64 dtype supported for shts")
	if copy: alm = alm.copy()
	alm_full = utils.to_Nd(alm, 3)
	map_full = utils.to_Nd(map, 4)
	map_flat = map_full.reshape(map_full.shape[:-2]+(-1,))
	sht      = sharp.sht(minfo, ainfo)
	alm_full[:,:1,:] = sht.map2alm(map_flat[:,:1,:],alm_full[:,:1,:])
	if map_flat.shape[1] > 1:
		alm_full[:,1:,:] = sht.map2alm(map_flat[:,1:,:], alm_full[:,1:,:], spin=spin)
	return alm
Example #3
0
def map2alm_raw(map, alm, minfo, ainfo, spin=2, copy=False):
    """Direct wrapper of libsharp's map2alm. Requires ainfo and minfo
	to already be set up, and that the map and alm must be fully compatible
	with these."""
    if copy: alm = alm.copy()
    alm_full = utils.to_Nd(alm, 3)
    map_full = utils.to_Nd(map, 4)
    map_flat = map_full.reshape(map_full.shape[:-2] + (-1, ))
    sht = sharp.sht(minfo, ainfo)
    alm_full[:, :1, :] = sht.map2alm(map_flat[:, :1, :], alm_full[:, :1, :])
    if map_flat.shape[1] > 1:
        alm_full[:, 1:, :] = sht.map2alm(map_flat[:, 1:, :],
                                         alm_full[:, 1:, :],
                                         spin=spin)
    return alm
Example #4
0
with dprint("construct imap"):
	ires = np.array([1,1./np.sin(R)])*res/args.supersample
	shape, wi = enmap.geometry(pos=[[np.pi/2-R,-np.pi],[np.pi/2,np.pi]], res=ires, proj="car")
	imap = enmap.zeros((ncomp,)+shape, wi)

# Define SHT for interpolation pixels
with dprint("construct sht"):
	minfo = curvedsky.map2minfo(imap)
	lmax_ideal = np.pi/res
	ps = ps[:,:,:lmax_ideal]
	lmax = ps.shape[-1]
	# We do not need all ms when centered on the pole. To reach 1e-10 relative
	# error up to R, we need mmax approx 9560*R in radians
	mmax = args.mmax or int(R*9560)
	ainfo = sharp.alm_info(lmax, mmax)
	sht = sharp.sht(minfo, ainfo)

with dprint("curvedsky tot"):
	with dprint("rand alm"):
		alm = curvedsky.rand_alm(ps, ainfo=ainfo, seed=1, m_major=False)
	with dprint("alm2map"):
		sht.alm2map(alm[:1], imap[:1].reshape(1,-1))
		if ncomp == 3:
			sht.alm2map(alm[1:3], imap[1:3,:].reshape(2,-1), spin=2)
		del alm
	# Make a test map to see if we can project between these
	with dprint("project"):
		omap = enmap.project(imap, omap.shape, omap.wcs, mode="constant", cval=np.nan)
		del imap

enmap.write_map(args.omap, omap)
Example #5
0
                                    [np.pi / 2, np.pi]],
                               res=ires,
                               proj="car")
    imap = enmap.zeros((ncomp, ) + shape, wi)

# Define SHT for interpolation pixels
with dprint("construct sht"):
    minfo = curvedsky.map2minfo(imap)
    lmax_ideal = np.pi / res
    ps = ps[:, :, :lmax_ideal]
    lmax = ps.shape[-1]
    # We do not need all ms when centered on the pole. To reach 1e-10 relative
    # error up to R, we need mmax approx 9560*R in radians
    mmax = args.mmax or int(R * 9560)
    ainfo = sharp.alm_info(lmax, mmax)
    sht = sharp.sht(minfo, ainfo)

with dprint("curvedsky tot"):
    with dprint("rand alm"):
        alm = curvedsky.rand_alm(ps, ainfo=ainfo, seed=1, m_major=False)
    with dprint("alm2map"):
        sht.alm2map(alm[:1], imap[:1].reshape(1, -1))
        if ncomp == 3:
            sht.alm2map(alm[1:3], imap[1:3, :].reshape(2, -1), spin=2)
        del alm
    # Make a test map to see if we can project between these
    with dprint("project"):
        omap = enmap.project(imap,
                             omap.shape,
                             omap.wcs,
                             mode="constant",