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  • yfsum

    會員
    17 1 月, 2006 在 9:59 上午 in reply to: 玄空六法基础

    謝謝。:emm46::f25::f18:

  • yfsum

    會員
    17 1 月, 2006 在 9:04 上午 in reply to: 感謝龍治水先生無私提供<六爻卦占卜程式>

    thank you.:f25::f19:face0:f18:

  • yfsum

    會員
    17 1 月, 2006 在 7:59 上午 in reply to: [轉貼]命理相關的中醫知識

    thank you.:f19::f25:

  • yfsum

    會員
    14 1 月, 2006 在 10:56 上午 in reply to: 我又撞車了﹐這輛車是不是不適合我。幫我嘛!

    小心駕車,生命可貴。:f2::f13::f38:

  • yfsum

    會員
    13 1 月, 2006 在 4:20 上午 in reply to: 千萬不可長期依賴感冒糖漿!

    謝謝:f19::f17::f13:

  • 有勞了。:f13::f18::f19:

  • yfsum

    會員
    12 1 月, 2006 在 9:04 上午 in reply to: 六十四卦風水術真貌(一)

    學習。:f13::f17::f18:

  • yfsum

    會員
    12 1 月, 2006 在 8:51 上午 in reply to: 感謝易山人先生擔任陰宅版版主

    恭喜!:f13::f17::f18::f19::emm01::emm04::emm02:

  • yfsum

    會員
    11 1 月, 2006 在 1:14 下午 in reply to: 排掉尿酸 痛風拜拜

    thanks.:f13::f17::f15:

  • yfsum

    會員
    10 1 月, 2006 在 7:00 上午 in reply to: 楊公默授秘旨論

    感謝提拱:f13::f17:

  • yfsum

    會員
    10 1 月, 2006 在 6:56 上午 in reply to: 肝的致命傷

    謝謝!:emm12::f13::f18:

  • yfsum

    會員
    7 1 月, 2006 在 11:43 上午 in reply to: 天文對中國古代政治的影響──以漢相翟方進自殺為例

    謝謝sange版主!:f13::f18:

  • yfsum

    會員
    5 1 月, 2006 在 11:21 上午 in reply to: [轉貼]Introduction to Spherical Astronomy

    http://www.physics.csbsju.edu/astro/CS/CS.04.html

    Term: altitude, vertical circle
    Here at CSB/SJU the north celestial pole sits about 45° directly above the north point on the horizon. Thus the altitude of the north celestial pole is about 45°. Altitude describes the angle between the nearest part of the horizon and a star. Zenith has an altitude of 90° above every part of the horizon. The “line” (really part of a great circle) that goes straight down from the star to the horizon, and straight up through zenith and back down to the other horizon, is called a vertical circle. Vertical circles rise perpendicular to the horizon. Technically altitude is the angle along the vertical circle between the horizon and the star.

  • yfsum

    會員
    5 1 月, 2006 在 11:20 上午 in reply to: [轉貼]Introduction to Spherical Astronomy

    http://www.physics.csbsju.edu/astro/CS/CS.03.html

    Term: celestial pole, zenith, meridian
    Did you notice that the tail of the Little Dipper (the star Polaris) remained fixed while the other stars just rotated around it? If not, go back and check.
    What fraction of a rotation did the sky undergo in the 9 hours between 9 p.m. and 6 a.m.? go back and check!
    The points of rotation are called celestial poles. There is one at the north end of the celestial sphere (near the star Polaris) and one at the south end (not near anything in particular).

    The below picture shows where the north celestial pole is located in our sky. Here at CSB/SJU the north celestial pole sits about 45° directly above the north point on the horizon. The line that starts at the north point, goes through the north celestial pole through the point directly overhead and back to the south point on the horizon is called the meridian. We’ll also need a name for “the point directly overhead”; it’s called the zenith.

  • yfsum

    會員
    5 1 月, 2006 在 11:19 上午 in reply to: [轉貼]Introduction to Spherical Astronomy

    http://www.physics.csbsju.edu/astro/CS/CS.02.html

    Term: celestial pole
    The stars keep the same position relative to each other. For example, the stars forming the lip of the Big Dipper always point toward the tail star of the Little Dipper (which is the star Polaris). Thus we can consider the stars as attached to the dome of stars (celestial sphere). The fact that a star is not always in the same position in the sky tells us that the celestial sphere is not fixed overhead. It is moving. The motion of the celestial sphere in the sky is particularly simple. The fact that the motion is as simple as possible, was an attractive fact to the ancient Greek philosophers: it demonstrated design deserving an explanation.
    Lets see if you can discover how the stars seem to move. Below find four pictures of the sky facing North, taken at 9 p.m., 12 midnight, 3 a.m., and 6 a.m. How are they related?

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