2015-07-19 12 views
5

我在源代碼中找到了這個值。SensorManager什麼是GRAVITY_EARTH?

/** Standard gravity (g) on Earth. This value is equivalent to 1G */ 
    public static final float STANDARD_GRAVITY = 9.80665f; 

    /** Sun's gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_SUN    = 275.0f; 
    /** Mercury's gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_MERCURY   = 3.70f; 
    /** Venus' gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_VENUS   = 8.87f; 
    /** Earth's gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_EARTH   = 9.80665f; 
    /** The Moon's gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_MOON   = 1.6f; 
    /** Mars' gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_MARS   = 3.71f; 
    /** Jupiter's gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_JUPITER   = 23.12f; 
    /** Saturn's gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_SATURN   = 8.96f; 
    /** Uranus' gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_URANUS   = 8.69f; 
    /** Neptune's gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_NEPTUNE   = 11.0f; 
    /** Pluto's gravity in SI units (m/s^2) */ 
    public static final float GRAVITY_PLUTO   = 0.6f; 
    /** Gravity (estimate) on the first Death Star in Empire units (m/s^2) */ 
    public static final float GRAVITY_DEATH_STAR_I = 0.000000353036145f; 
    /** Gravity on the island */ 
    public static final float GRAVITY_THE_ISLAND  = 4.815162342f; 

但我找不到這種用法。
使用此值的目標是什麼?

回答

5

我很確定這些都是笑話。我認爲這是不可能的,你會發現在Death Star I運行的Android設備,主要是因爲飛船是在Battle of Yavin炸燬:

Death Star

STANDARD_GRAVITY值是重心,你會發現在量地球,這有點更有用。所有這些都可以與重力傳感器一起使用(Sensor.TYPE_GRAVITY):您的傳感器應該在一個方向上獲得大約相當於重力的STANDARD_GRAVITY

有關重力傳感器的更多信息,請參閱the Android developer documentation。有關死星的更多信息,請參閱Wikipedia,關於這個神祕島嶼的更多信息,請嘗試Google

0

這些是各行星的引力常數。物體在地球上以9.8m/s^2的速率加速(與質量無關,在真空中)。這是基礎物理。

例如,在沒有空氣阻力的情況下,兩秒鐘後,物體達到9.8 m/s^2 * 2 s = 19.6 m/s的速度。