Blacol 发表于 2023-6-22 09:17:12

【工具】MTR收费区计算工具

本帖最后由 Blacol 于 2023-6-26 21:23 编辑

MTR收费区计算工具
最新版本已发布!(不支持32位操作系统,目前只有Windows版本)
该工具可以帮助地图制作者设定收费区编号。当您还在纠结某个车站应该是第几收费区时可以考虑使用此模组。
使用方法
1. 下载压缩包
2. 解压
3. 双击start.bat即可运行
4. 创建城市并输入城市的中心坐标(中心坐标如何定义取决于您自己)、环数限制、收费区数值增量、距离增量参数并保存。
5. 点击“计算”选项卡,选择城市,输入车站坐标然后点击计算即可获取收费区值。
计算结果截图
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
参数说明
1. 环数限制
在几环外按照距离收费。“环”的概念视距城市中心点的距离而定。以上面的图片为例,假设城市中心点坐标为(0,0),距离增量为100,又一个车站的坐标为(9,17),车站与市中心的距离为19.235米,小于100,则该车站在1环内,收费区为0.另一个车站坐标为(126,88),该车站与市中心距离为153.688米,在100~200米之间,属于2环,收费区为1.假设超出10环按距离(默认为每超出100米收费区+1)设置收费区,有一个车站坐标为(1440,-966),距市中心距离为1734米,已经超出1000米(10环),则收费区为10+7。
2. 收费区数值增量
超出1环后,每环收费区值的增加量。该值默认为1,该值若为1则1环收费区0,2环收费区1,以此类推,该值为2则1环收费区0,2环收费区2,以此类推。
3. 距离增量
影响“环数限制”。该参数实际上就是在几米内算几环。详情参考第一条。

下载


1.1.0版本
Github:https://github.com/Blacol/MTRChargingAreaUtil/releases/tag/1.1.0
蓝奏云:https://blacol.lanzoum.com/iONDv10glvwh 密码:73ergs








张文皓 发表于 2023-6-22 09:28:21

似乎没了捏

TEY0089 发表于 2023-6-22 09:55:24

建议上传论坛附件:)

Blacol 发表于 2023-6-22 09:56:00

村民喵.zip 发表于 2023-6-22 09:55
建议上传论坛附件

只允许10MB,我这个100MB怎么上传呀

TEY0089 发表于 2023-6-22 09:58:13

Blacol 发表于 2023-6-22 09:56
只允许10MB,我这个100MB怎么上传呀

蓝奏云/百度网盘

Blacol 发表于 2023-6-22 09:59:23

张文皓 发表于 2023-6-22 09:28
似乎没了捏

刚才仓库没开放,现在好了

Blacol 发表于 2023-6-22 10:08:45

村民喵.zip 发表于 2023-6-22 09:58
蓝奏云/百度网盘

我研究研究...

pokOS 发表于 2023-6-22 11:44:57

2级账号 必属精品
(仅限部分如你的开发者)
到现在我JS都不会写(((

Blacol 发表于 2023-6-22 22:15:46

pokOS 发表于 2023-6-22 11:44
2级账号 必属精品
(仅限部分如你的开发者)
到现在我JS都不会写(((

我这个拿Java和vue写的

pokOS 发表于 2023-6-23 07:56:21

Blacol 发表于 2023-6-22 22:15
我这个拿Java和vue写的

那就对了
java我是会点不会点
vue直接摆烂(
页: [1] 2
查看完整版本: 【工具】MTR收费区计算工具