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坚决拥护技术与艺术并存之理念的年轻网络创作团队
http://www.flywin.cn/
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FlyWin官方网站 | flywin.cn Reviews
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坚决拥护技术与艺术并存之理念的年轻网络创作团队
flywin.cn
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BeiTown's Coder 编码之源 » Tag » Vector3
http://coder.beitown.com/archives/tag/vector3
Posts Tagged ‘Vector3’. 星期二, 四月 7th, 2015. 在Unity中大家对Vector3应该说是很熟悉了，这里就简单带过一下，Vector3表示一个三维向量(x,y,z)，例如Vector3.forward等价于new Vectory(0,0,1),即x=0，y=0，z=1的一个向量。 而Quaternion表示一个四元数，何为四元数，例如ai bj ck d这样一个超复数，篇幅有限高数这里也不多说了，我们只关注一下Unity的四元数类的使用就好。 在Unity中Quaternion 四元数类 主要用来处理物体的旋转，其实数变量由x,y,z,w四个参数构成，区间[-1,1]。 例如绕y轴旋转180 写做(0,1,0,0)，调用公式计算过程如下. 由欧拉旋转(X,Y,Z)转换为四元数(x,y,z,w). 8212;————————————————-. X = sin(Y/2)sin(Z/2)cos(X/2) cos(Y/2)cos(Z/2)sin(X/2). Y = sin(Y/2)cos(Z/2)cos(X/2) cos(Y/2)sin(Z/2)sin(X/2).
BeiTown's Coder 编码之源 » Tag » Quaternion
http://coder.beitown.com/archives/tag/quaternion
Posts Tagged ‘Quaternion’. 星期二, 四月 7th, 2015. 在Unity中大家对Vector3应该说是很熟悉了，这里就简单带过一下，Vector3表示一个三维向量(x,y,z)，例如Vector3.forward等价于new Vectory(0,0,1),即x=0，y=0，z=1的一个向量。 而Quaternion表示一个四元数，何为四元数，例如ai bj ck d这样一个超复数，篇幅有限高数这里也不多说了，我们只关注一下Unity的四元数类的使用就好。 在Unity中Quaternion 四元数类 主要用来处理物体的旋转，其实数变量由x,y,z,w四个参数构成，区间[-1,1]。 例如绕y轴旋转180 写做(0,1,0,0)，调用公式计算过程如下. 由欧拉旋转(X,Y,Z)转换为四元数(x,y,z,w). 8212;————————————————-. X = sin(Y/2)sin(Z/2)cos(X/2) cos(Y/2)cos(Z/2)sin(X/2). Y = sin(Y/2)cos(Z/2)cos(X/2) cos(Y/2)sin(Z/2)sin(X/2).
BeiTown's Coder 编码之源 » Tag » 启动画面
http://coder.beitown.com/archives/tag/启动画面
Posts Tagged ‘启动画面’. 星期三, 九月 10th, 2014. QApplication a (. Argc, argv ). QSplashScreen splash (. QElapsedTimer timer ;. MainWindow w ;. Posted in C 、. WP Cumulus Flash tag cloud by Roy Tanck. BeiTown's Coder 编码之源.
BeiTown's Coder 编码之源 » Category » Protobuf
http://coder.beitown.com/archives/category/protobuf
Archive for the ‘Protobuf’ Category. 星期日, 五月 18th, 2014. 首先去Protobuf-net的Google下载点下载protobuf-net类库 https:/ code.google.com/p/protobuf-net/downloads/list. Package com. beitown. Message TestMsg {. Required string Name =. 每个字段后标记的 =1 、 =2 这里就不解释了，之前的一篇Protobuf文章中已经做过概述。 为了方便管理.proto和.cs文件以及编译快捷，我们可以写一个bat脚本来实现自动编译.proto文件，脚本如下. I in (. Dir /b proto proto/*.proto'. 星期四, 五月 15th, 2014. At System. Text. RegexOptions options ). At System. Text. Pattern, RegexOptions options ). 星期日, 五月 11th, 2014.
BeiTown's Coder 编码之源 » QWebView保存帐号密码功能实现
http://coder.beitown.com/archives/1255
Include ui mainwindow.h. QSettings settings (. Include ui mainwindow.h. WebView,SIGNAL (. Http:/ www.beitown.com/index.php. Document.getElementById('username').value = 'BeiTown';. Document.getElementById('password').value = 'yourPassWord';. 转载声明 BeiTown原创，转载请注明来源 BeiTown's Coder 编码之源. This entry was posted on 星期三, 八月 13th, 2014 at 01:33 and is filed under C 、. You can follow any responses to this entry through the RSS 2.0. WP Cumulus Flash tag cloud by Roy Tanck. BeiTown's Coder 编码之源.
BeiTown's Coder 编码之源 » 【Unity3D】关于Vector3向量与Quaternion四元数的转换与应用
http://coder.beitown.com/archives/1279
Laquo; Protobuf 动态反射填充机制(JAVA. 在Unity中大家对Vector3应该说是很熟悉了，这里就简单带过一下，Vector3表示一个三维向量(x,y,z)，例如Vector3.forward等价于new Vectory(0,0,1),即x=0，y=0，z=1的一个向量。 而Quaternion表示一个四元数，何为四元数，例如ai bj ck d这样一个超复数，篇幅有限高数这里也不多说了，我们只关注一下Unity的四元数类的使用就好。 在Unity中Quaternion 四元数类 主要用来处理物体的旋转，其实数变量由x,y,z,w四个参数构成，区间[-1,1]。 例如绕y轴旋转180 写做(0,1,0,0)，调用公式计算过程如下. 由欧拉旋转(X,Y,Z)转换为四元数(x,y,z,w). 8212;————————————————-. X = sin(Y/2)sin(Z/2)cos(X/2) cos(Y/2)cos(Z/2)sin(X/2). Y = sin(Y/2)cos(Z/2)cos(X/2) cos(Y/2)sin(Z/2)sin(X/2).
BeiTown's Coder 编码之源 » QT实现启动画面
http://coder.beitown.com/archives/1262
QApplication a (. Argc, argv ). QSplashScreen splash (. QElapsedTimer timer ;. MainWindow w ;. 转载声明 BeiTown原创，转载请注明来源 BeiTown's Coder 编码之源. This entry was posted on 星期三, 九月 10th, 2014 at 14:11 and is filed under C 、. You can follow any responses to this entry through the RSS 2.0. Feed You can skip to the end and leave a response. Pinging is currently not allowed. A href= title= abbr title= acronym title= b blockquote cite= cite code del datetime= em i q cite= strike strong. BeiTown's Coder 编码之源.
BeiTown's Coder 编码之源 » Tag » 动态反射
http://coder.beitown.com/archives/tag/动态反射
Posts Tagged ‘动态反射’. 星期四, 十月 23rd, 2014. 遍历protobuf builder体 取出字段 */. Pf, value ). WP Cumulus Flash tag cloud by Roy Tanck. BeiTown's Coder 编码之源.
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