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信号交叉路口有时涉及多级人行横道，其中行人横穿一个或多个岛屿，然后在那儿等待信号继续。 如果对信号进行定时而不注意行人的前进，则多级交叉口的行人延误可能会很长。 本文讨论了两个问题。 首先，很少评估多级交叉路口的行人延误，因为除了微观模拟外，业内没有其他工具可实现这一目的。 我们提出了一种数值方法，用于确定任何阶段数和每个周期可能存在多个WALK间隔的交叉延迟。 可以将相同的方法应用于单级交叉口，对角线两级交叉口（行人可以选择路径）和自行车两级转弯。 此方法已在免费的在线工具中实现。 其次，我们描述了几种信号定时技术，可通过多级交叉路口改善行人和自行车骑行者的行进速度，从而减少行人和骑行者的延迟。 其中包括为选定的交叉路口提供服务，左转弯重叠，行人相相互重叠以及双向自行车交叉路口，这些交叉路口为两阶段转弯创建了路径选项。 实例表明，行人延误有可能大大减少，而行车延误通常很少增加或没有增加。 在一个示例中，增加短的行人重叠阶段使三级交叉口的平均行人延迟减少了82 s，而平均车辆延迟仅增加了0.5 s。

用它可以搜索到很多难以索索到的影视资源，而且可以直接下载的

雅各比迭代matlab代码汉·雅各比 快速（以秒为单位）求解Hamilton-Jacobi PDE以梯度限制2D或3D中定义的标量场。 求解器的输入以列优先顺序打包，z是变化最快的维度。 编译 此代码旨在使用混合。 在MATLAB中输入以下命令： mex CXXFLAGS =“ $ CXXFLAGS -std = c ++ 11” FastHJ.cpp 注意：您可能必须从终端（在类似Linux的操作系统上）启动MATLAB，如下所示： LD_PRELOAD = / usr / lib / x86_64-linux-gnu / libstdc ++。so.6 matlab ...但是首先尝试不使用MATLAB。 用法 通过更改以下代码的适当部分，从MATLAB中操作该代码。 dims = [nrows ncols nz]; % note: nz MUST be 1 for 2D fields. elen = % size of grid cell dfdx = % decimal fraction representing smoothness itmax = % maximum num

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SessionBox 破解个数限制

很实用的上传文件大小和类型限制 if($_FILES["pic"]["size"] > $maxsize ) { echo "上传的文件太大，不能超过{$maxsize}字节"; exit; }

使用ServiceStack在C#下开发redis，直接导入压缩包中的4个Dll，就可以开发了，已经破解每小时6000次限制

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