Exemple #1
0
def smart_round_angle_decimal(x, latitude=False):

    divisors_360 = math_util.divisors(360)
    divisors_10 = math_util.divisors(10)

    if x >= 1:
        d = math_util.closest(divisors_360, x)
    else:
        t = 1.
        while True:
            t = t * 10.
            x = x * 10.
            if x >= 1:
                d = math_util.closest(divisors_10, x) / t
                break

    a = Angle(degrees=d, latitude=latitude)

    return a
Exemple #2
0
def smart_round_angle_decimal(x, latitude=False):

    divisors_360 = math_util.divisors(360)
    divisors_10 = math_util.divisors(10)

    if x >= 1:
        d = math_util.closest(divisors_360, x)
    else:
        t = 1.
        while True:
            t = t * 10.
            x = x * 10.
            if x >= 1:
                d = math_util.closest(divisors_10, x) / t
                break

    a = Angle(degrees=d, latitude=latitude)

    return a
Exemple #3
0
def smart_round_angle_sexagesimal(x, latitude=False, hours=False):

    d, m, s = 0, 0, 0.

    divisors_360 = math_util.divisors(360)
    divisors_10 = math_util.divisors(10)
    divisors_60 = math_util.divisors(60)

    if hours:
        x /= 15.

    if x >= 1:
        d = math_util.closest(divisors_360, x)
    else:
        x = x * 60.
        if x >= 1:
            m = math_util.closest(divisors_60, x)
        else:
            x = x * 60.
            if x >= 1:
                s = math_util.closest(divisors_60, x)
            else:
                t = 1.
                while True:
                    t = t * 10.
                    x = x * 10.
                    if x >= 1:
                        s = math_util.closest(divisors_10, x) / t
                        break

    a = Angle(sexagesimal=(d, m, s), latitude=latitude)

    if hours:
        a *= 15

    return a
Exemple #4
0
def smart_round_angle_sexagesimal(x, latitude=False, hours=False):

    d, m, s = 0, 0, 0.

    divisors_360 = math_util.divisors(360)
    divisors_10 = math_util.divisors(10)
    divisors_60 = math_util.divisors(60)

    if hours:
        x /= 15.

    if x >= 1:
        d = math_util.closest(divisors_360, x)
    else:
        x = x * 60.
        if x >= 1:
            m = math_util.closest(divisors_60, x)
        else:
            x = x * 60.
            if x >= 1:
                s = math_util.closest(divisors_60, x)
            else:
                t = 1.
                while True:
                    t = t * 10.
                    x = x * 10.
                    if x >= 1:
                        s = math_util.closest(divisors_10, x) / t
                        break

    a = Angle(sexagesimal=(d, m, s), latitude=latitude)

    if hours:
        a *= 15

    return a