a8202286 发表于 2015-3-30 16:26

一个简单粗暴的道路规划思路。

本帖最后由 a8202286 于 2015-3-30 16:32 编辑

这种规划我觉得是最简单的 让道路没有红绿灯的方法。 中心思想就是 单行道规划。

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工口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

首先说说 单行道规划 最的问题是什么。 最大的问题 就功能性建筑的覆盖问题。 游戏里的警署 消防 等等, 翻盖面积都是以道路长度为标准。 单行道 大大加大了功能建筑到达目标的道路长度。 所以覆盖面积会十分有限。

然后就要说到这种规划的精髓 每次单行道拐角使用高速公路,为了让匝道连接不会产生红绿灯。 这种设计,可以说利用的游戏的一个不合理。 功能建筑的覆盖 只计划到达目标的路程 不会计算回程要多远。
你们可以看到 这种设计 每一个拐角 都可以进入建筑社区。 只要你把功能建筑放在靠近 高速立交的 双向6车道上,一个小功能建筑就能覆盖以高速立交为中心的4个建筑区域。大大减少了预算成本。

这种规划也是全程无红绿灯,道路结构简单 整个建筑区域 不需要任何立交 道路全部在同一平面, 而且地面利用率非常高。
而且由于结构简单 可改造 可扩展能力强。 能很好的适应地形,比那种一个方格模板 然后全部接起来的适应性强多了。
楼主使用这种思路后 2块区域 就已经5W人了除了每个立交 有事稍微拥堵外 全程不堵。 因为在公司 就上不了游戏图了。

希望大家多交流

icefoxcjq 发表于 2015-3-30 16:45

我觉得下面两个匝道改向下会不会好点

a8202286 发表于 2015-3-30 16:53

icefoxcjq 发表于 2015-3-30 16:45 static/image/common/back.gif
我觉得下面两个匝道改向下会不会好点

不能,匝道如果进入双行6车道 会有红绿灯。 因为匝道下来会出现能左转和右转的情况。 只要有左右转进入双向6车道 必产生红绿灯

ioriip 发表于 2015-3-30 18:51

玩了幾個城鎮, 最終還是全城泥路是最好的!

hackeroo1984 发表于 2015-3-30 22:27

左上角不会产生红绿灯么

cafeguest 发表于 2015-3-31 04:50

大箭头是高速,中间的太堵的话可以双条并列,服务设施修靠中间修

li23229138 发表于 2015-3-31 05:31

cafeguest 发表于 2015-3-31 04:50 static/image/common/back.gif
大箭头是高速,中间的太堵的话可以双条并列,服务设施修靠中间修

高速公路短距離太多分支會堵車
前面的車未轉好彎後面的車就追上來
等前面的車走了,車子才能繼續走
停車開車并去到最高速度都需要時間
然後 後面的車又要等前面的車滾開了,才能繼續走
那就堵車了
所以多分支的路用大道就好
道路速度減少了,但整體車速可能增加了
弄個立交合車流,車子出入區域上環城高速

cafeguest 发表于 2015-3-31 21:29

本帖最后由 cafeguest 于 2015-3-31 21:32 编辑

li23229138 发表于 2015-3-31 05:31 static/image/common/back.gif
高速公路短距離太多分支會堵車
前面的車未轉好彎後面的車就追上來
等前面的車走了,車子才能繼續走

就是用普通路不行才这样的,普通路一路红绿灯啊,这个堵上一般是车太多了或者分出去的路上堵了

另外多并列几条高速,每条的出口平均就少了

小区内如果用单向的话特别难回圈,服务的车响应速度很慢,他们在路上多趴一会儿也是浪费交通资源的

总之吞吐量才是硬道理,慢速把车弄路上就算不堵也没意义。我还建过高速绕地图一圈再回来的

flycha 发表于 2015-4-1 00:47

下个可以手动移除红绿灯的mod就可以了。游戏本身不能控制红绿灯生成就不合理,现实城市规划大量路口都是不设红绿灯的。

iJONNY 发表于 2015-4-1 07:08

高速是单向的,所以用单向6车道也是可以的。问题是随着城市发展下去,这样的设计还是会堵车,尤其是在工业区里。而且我碰到的是消防车不会出勤。

debail 发表于 2015-4-1 14:06

ioriip 发表于 2015-3-30 18:51 static/image/common/back.gif
玩了幾個城鎮, 最終還是全城泥路是最好的!

为什么最好啊?泥路交通不会拥堵吗?

ioriip 发表于 2015-4-2 00:24

debail 发表于 2015-4-1 14:06 static/image/common/back.gif
为什么最好啊?泥路交通不会拥堵吗?

我是將住宅區獨立

工業區建在商業區附近並且各自都有數個貨運碼頭/火車, 車路連接2區和公路

用泥路又不會有路口減速, 完全沒問題~

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