def test_arfmodelpha_call(ignore):
    """What happens calling an arf with a pha?

    The ignore value indicates what channel to ignore (0 means
    nothing is ignored). The aim is to check edge effects,
    and as there are only a few channels, it was decided to
    test all channels.
    """

    # Note: the exposure is set in the PHA and ARF, but should not be
    #       used when evaluating the model; it's value has been
    #       set to a value that the test will fail it it is.
    #
    exposure = 200.1
    estep = 0.01
    egrid = np.arange(0.01, 0.06, estep)
    svals = [1.1, 1.2, 1.3, 1.4]
    specresp = np.asarray(svals)
    adata = create_arf(egrid[:-1], egrid[1:], specresp, exposure=exposure)

    constant = 2.3
    mdl = Const1D('flat')
    mdl.c0 = constant

    channels = np.arange(1, 5, dtype=np.int16)
    counts = np.asarray([10, 5, 12, 7], dtype=np.int16)
    pha = DataPHA('test-pha',
                  channel=channels,
                  counts=counts,
                  exposure=exposure)
    pha.set_arf(adata)

    # force energy units (only needed if ignore is set)
    pha.set_analysis('energy')

    if ignore is not None:
        de = estep * 0.9
        e0 = egrid[ignore]
        pha.notice(lo=e0, hi=e0 + de, ignore=True)

        # The assert are intended to help people reading this
        # code rather than being a useful check that the code
        # is working.
        mask = [True, True, True, True]
        mask[ignore] = False
        assert (pha.mask == mask).all()

    wrapped = ARFModelPHA(adata, pha, mdl)

    # The model is evaluated on the ARF grid, not whatever
    # is sent in. It is also integrated across the bins,
    # which is why there is a multiplication by the
    # grid width (for this constant model).
    #
    # Note that the filter doesn't change the grid.
    #
    de = egrid[1:] - egrid[:-1]
    expected = constant * np.asarray(svals) * de
    out = wrapped([4, 5])
    assert_allclose(out, expected)
def test_arf1d_pha_zero_energy_bin():
    "What happens when the first bin starts at 0, with replacement"

    ethresh = 1.0e-10

    # Note: the two exposures are different to check which is
    #       used (the answer is neither, which seems surprising)
    #
    exposure1 = 0.1
    egrid = np.asarray([0.0, 0.1, 0.2, 0.4, 0.5, 0.7, 0.8])
    elo = egrid[:-1]
    ehi = egrid[1:]
    specresp = np.asarray([10.2, 9.8, 10.0, 12.0, 8.0, 10.0])

    with warnings.catch_warnings(record=True) as ws:
        warnings.simplefilter("always")
        adata = create_arf(elo,
                           ehi,
                           specresp,
                           exposure=exposure1,
                           ethresh=ethresh)

    validate_zero_replacement(ws, 'ARF', 'user-arf', ethresh)

    arf = ARF1D(adata)

    exposure2 = 2.4
    channels = np.arange(1, 7, dtype=np.int16)
    counts = np.ones(6, dtype=np.int16)
    pha = DataPHA('test-pha',
                  channel=channels,
                  counts=counts,
                  exposure=exposure2)
    pha.set_arf(adata)

    pha.set_analysis('energy')

    mdl = MyPowLaw1D()
    tmdl = PowLaw1D()

    wrapped = ARFModelPHA(arf, pha, mdl)

    out = wrapped([0.1, 0.2])
    elo[0] = ethresh
    expected = specresp * tmdl(elo, ehi)

    assert_allclose(out, expected)
    assert not np.isnan(out[0])
def test_cstat_arfpha():
    """What does CSTAT calculate when there is an ARF+PHA instrument model.

    The value here is technically wrong, in that the AREASCAL value
    is not being included in the calculation, but is included as a
    test to validate this use case.

    See Also
    --------
    test_cstat_nophamodel, test_cstat_rmfpha, test_cstat_rsppha
    """

    dset, mdl, expected = setup_likelihood(scale=True)

    # Use the channel grid as the "energy axis".
    #
    arf = make_arf(energ_lo=dset.channel, energ_hi=dset.channel + 1)
    mdl_ascal = ARFModelPHA(arf, dset, mdl)

    stat = CStat()
    sval_ascal = stat.calc_stat(dset, mdl_ascal)

    assert_allclose(sval_ascal[0], expected)