# Licensed under a 3-clause BSD style license - see LICENSE.rst

# TEST_UNICODE_LITERALS

from __future__ import (absolute_import, division, print_function,
                        unicode_literals)
from ...extern import six

import copy

from .. import Constant
from ...units import Quantity as Q
from ...tests.helper import pytest


def test_c():

    from .. import c

    # c is an exactly defined constant, so it shouldn't be changing
    assert c.value == 2.99792458e8  # default is S.I.
    assert c.si.value == 2.99792458e8
    assert c.cgs.value == 2.99792458e10

    # make sure it has the necessary attributes and they're not blank
    assert c.uncertainty == 0  # c is a *defined* quantity
    assert c.name
    assert c.reference
    assert c.unit


def test_h():

    from .. import h

    # check that the value is fairly close to what it should be (not exactly
    # checking because this might get updated in the future)
    assert abs(h.value - 6.626e-34) < 1e-38
    assert abs(h.si.value - 6.626e-34) < 1e-38
    assert abs(h.cgs.value - 6.626e-27) < 1e-31

    # make sure it has the necessary attributes and they're not blank
    assert h.uncertainty
    assert h.name
    assert h.reference
    assert h.unit


def test_e():
    """Tests for #572 demonstrating how EM constants should behave."""

    from .. import e

    # A test quantity
    E = Q(100, 'V/m')

    # Without specifying a system e should not combine with other quantities
    pytest.raises(TypeError, lambda: e * E)
    # Try it again (as regression test on a minor issue mentioned in #745 where
    # repeated attempts to use e in an expression resulted in UnboundLocalError
    # instead of TypeError)
    pytest.raises(TypeError, lambda: e * E)

    # e.cgs is too ambiguous and should not work at all
    pytest.raises(TypeError, lambda: e.cgs * E)

    assert isinstance(e.si, Q)
    assert isinstance(e.gauss, Q)
    assert isinstance(e.esu, Q)

    assert e.si * E == Q(100, 'eV/m')
    assert e.gauss * E == Q(e.gauss.value * E.value, 'Fr V/m')
    assert e.esu * E == Q(e.esu.value * E.value, 'Fr V/m')


def test_g0():
    """Tests for #1263 demonstrating how g0 constant should behave."""
    from .. import g0

    # g0 is an exactly defined constant, so it shouldn't be changing
    assert g0.value == 9.80665  # default is S.I.
    assert g0.si.value == 9.80665
    assert g0.cgs.value == 9.80665e2

    # make sure it has the necessary attributes and they're not blank
    assert g0.uncertainty == 0  # g0 is a *defined* quantity
    assert g0.name
    assert g0.reference
    assert g0.unit

    # Check that its unit have the correct physical type
    assert g0.unit.physical_type == 'acceleration'


def test_b_wien():
    """b_wien should give the correct peak wavelength for
    given blackbody temperature. The Sun is used in this test.

    """
    from .. import b_wien
    from ... import units as u
    t = 5778 * u.K
    w = (b_wien / t).to(u.nm)
    assert round(w.value) == 502


def test_unit():

    from ... import units as u

    from ... import constants as const

    for key, val in six.iteritems(vars(const)):
        if isinstance(val, Constant):
            # Getting the unit forces the unit parser to run.  Confirm
            # that none of the constants defined in astropy have
            # invalid unit.
            assert not isinstance(val.unit, u.UnrecognizedUnit)


def test_copy():
    from ... import constants as const
    cc = copy.deepcopy(const.c)
    assert cc == const.c

    cc = copy.copy(const.c)
    assert cc == const.c
