來源:http://w3c.github.io/deviceorientation/spec-source-orientation.html
其實似乎直接用四元素的公式就可以使用了,但因為實作上需要對應實際地標方向,需要做一些旋轉,在測試期間換成矩陣去儲存,後來就沒有改回四元素。
var alpha = 0;
var beta = 0;
var gamma = 0;
var gyroscopeQuaternion = new THREE.Quaternion();
gyroscopeQuaternion.setFromEuler(new THREE.Euler(0,0,0));
if (window.DeviceMotionEvent==undefined) {
}
else {
window.ondeviceorientation = function(event) {
alpha = event.alpha;
beta = event.beta;
gamma = event.gamma;
}
setInterval(function() {
var _x = beta ? beta * degtorad : 0; // beta value
var _y = gamma ? gamma * degtorad : 0; // gamma value
var _z = alpha ? alpha * degtorad : 0; // alpha value
var cX = Math.cos( _x );
var cY = Math.cos( _y );
var cZ = Math.cos( _z );
var sX = Math.sin( _x );
var sY = Math.sin( _y );
var sZ = Math.sin( _z );
//
// ZXY rotation matrix construction.
//
var m11 = cZ * cY - sZ * sX * sY;
var m12 = - cX * sZ;
var m13 = cY * sZ * sX + cZ * sY;
var m21 = cY * sZ + cZ * sX * sY;
var m22 = cZ * cX;
var m23 = sZ * sY - cZ * cY * sX;
var m31 = - cX * sY;
var m32 = sX;
var m33 = cX * cY;
var rotationMatrix = new THREE.Matrix4(
m11, m12, m13, 0,
m21, m22, m23, 0,
m31, m32, m33, 0,
0, 0, 0, 1
);
gyroscopeQuaternion = new THREE.Quaternion();
gyroscopeQuaternion.setFromRotationMatrix(rotationMatrix);
}, 100);
}
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