Page 1 of 1
High throughput T junction in action
Posted: Sat Nov 23, 2019 8:03 pm
by coppercoil
This junction is optimized for 10-car trains.
Here is a small control circuit that interrupts single direction movement if there are other trains waiting too long. Junction can work without it, but distribution is smoother with it.
2T10.jpg (3.86 MiB) Viewed 8868 times
BP with control circuit
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
Copy blueprint
BP without control
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
Copy blueprint
Continued below due to post character limit.
Re: High throughput T junction in action
Posted: Sat Nov 23, 2019 8:04 pm
by coppercoil
I also made X junction despite I never use it.
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
Copy blueprint
2X10.jpg (6.98 MiB) Viewed 8867 times
Re: High throughput T junction in action
Posted: Mon Dec 23, 2019 5:14 pm
by ickputzdirwech
This is a very interesting concept. Can you post any comparison with a version that uses only one lane per side?
Re: High throughput T junction in action
Posted: Mon Dec 23, 2019 5:46 pm
by dee-
It's pretty!
As the train junction optimization threads pop up every so often, maybe it's time we make a challenge out of it!
- Specify the base layout, e.g. a T-junction with left/right/bottom ports
- Have a number of i,j,k trains with:
- - a start train stop just for every train
- - a FIXED destination train stop for every train
- - having a FIXED delay timer when they each start to roll
- - being composed of a mixed/uniform train/carriage composition
Thus you have a list of:
- train t with structure "CCCCCCCC>>" (eight carriages, two trains going forward) starts at its train stop at junction entry left/right/bottom, wants to go its train stop at junction exit reft/right/bottom and waits for n seconds before it starts moving
This way we can finally thrive for the Optimal Junction (tm) in a controlled environment and can measure the effectiveness.
@DaveMcW ?
Re: High throughput T junction in action
Posted: Tue Dec 24, 2019 8:12 am
by brunzenstein
The video link doesn't work
Re: High throughput T junction in action
Posted: Tue Dec 24, 2019 8:38 am
by Koub
brunzenstein wrote: ↑ Tue Dec 24, 2019 8:12 am
The video link doesn't work
It does.
Re: High throughput T junction in action
Posted: Tue Dec 24, 2019 8:43 am
by brunzenstein
The link does not work on a Mac or on iOS
Re: High throughput T junction in action
Posted: Tue Dec 24, 2019 10:39 am
by dee-
brunzenstein wrote: ↑ Tue Dec 24, 2019 8:43 am
The link does not work on a Mac or on iOS
Do you have an ad-blocker / JavaScript-blocker active?
The video itself is hosted at gfycat, which might be blocked (I had to allow it too, because I block everything active/media not 1st-party).
Maybe use a different browser like Firefox and/or add missing codecs.
Perhaps use Homebrew on Mac.
Sorry to say but it's a problem on your end / platform selection.
Re: High throughput T junction in action
Posted: Wed Dec 25, 2019 11:01 am
by hansjoachim
Cool cool, I like it.
It looks like a 10car version of a intersection I have, but with extra right turning lanes.
You can cut quite many lanes on both the 3 and 4 way intersection. Here is a pic where the lanes marked red can be cut and you keep the same throughput.
Re: High throughput T junction in action
Posted: Wed Dec 25, 2019 7:23 pm
by coppercoil
hansjoachim wrote: ↑ Wed Dec 25, 2019 11:01 am
You can cut quite many lanes on both the 3 and 4 way intersection. Here is a pic where the lanes marked red can be cut and you keep the same throughput.
No, you shouldn’t cut red marked lanes. I have tried it, but traffic jam was forming here. Actually, you can cut some of lanes if you
know for sure that traffic load will be low in that direction. This is a very common situation in a real game, where we have busy highway with many branches to local factories that are not so busy. For this case lightweight junction can be used.
TJuntionLight.jpg (3.58 MiB) Viewed 8398 times
0eNrlnU1vHUd2QP9KwG3EQXd1fRpIgOwGxiwHyCIYCJRE2wRkUqBIJ8ZA/z0kRT5Sj3XJc56NgTPZDDAWdVSs21V9u+rcqr8fvft4ffrp8uz86ui7vx+dvb84/3z03X/9/ejz2Y/nJx9v/9vVr59Oj747Ors6/fnozdH5yc+3/+/y5Ozj0Zc3R2fnH07/5+i79cubyV/55ezy6vrmv+z+1tefOP7rk7+Z1N/885O/uam/+ZcnfzN/+dubo9Pzq7Ors9Ovv+3d//n17fn1z+9OL29+nW9+z+P7f+TN0aeLzzd/5+L89t+74Sx/Km+Ofj367riWP5Ub/Iezy9P3X//87tfaoyZGXYfDbjvs++vLX04/HN/F5hn2OG331O1bZp0w82P3Xd3gfvzpKqKu/Z6aX29p4dTKqZVTM6c2Tk2c2jl14dSBqSJYtw2AVBGsdcVUEaw1YaoI1rpRqojVioeWaSkeWaZT8cAy8cfjyjyqeFiZUbXiYWVmgISHlZmtEh5WZmZNeFiZt0CCL6zofbXNmPyFlR46YPkW22bYwl7ZN9DdOzvtv7PXGbjaDGNFGUaDKUaTXDzAot6ddgJ/b6X756v014O2LRq739rZI7atNM9a79s6Xs+ztuRTogWkhJvPiQg2+6SIYIvPigi26rSIUJtOiwi167SIUIdOiwA1LzYtItDVpkUEmmxaRKCbTYsINNu0iECLTosIteq0iFCbTosIteu0iFAHTGCCF8Hs7VLwoIreWWVGXS11/wU7e28X/tLa7h+sUl9/b5fNYzvo2UxzuPKQFJVGcrjCX1spi27A4yuiThuLx1fUt9Pnq2sqaSscX8fbQ7w2sEq0wMdg23aPQSGPQeUrGluad8Lssa1Jf9GU/PrTVTePJa3NMGS3H9Vf+/b15LgWncXut3X6JFSdxSJsg13Q5j0w7dbOmE10ql7VIL9806saiAo/uaKHatalLdlP2f2WzibCtmlqfn1qaTgrjGaWaVsL69Vodp1NKw2uZ7w0uU6jBRc0jvu6A29kRaN1CC5DggcE5+LA3S9rlPR65Prqsfn1wHXx+kqitZv9Tt6nzsZZz/I7ETUVrh0+joj8LN14c/T+4vzq8uLj23enP538cnZxefuX3p9dvr8+u3r7/uPF59O3DzugP5x8/Hz6ZveHl6cnH3Z/dnV5ffNHl6cf3l5cX326vnqLt03b0Zcvd604/9qoz7d/Z739nx8vT0/Pn26enn24fWfkJ11x91/a8uVvX77MOgjOGSnFPTR99HCqGz1502ek60+p/Ppc3IemgrYOmOvm6qagAffF6yK5cGfcTvKDbo33B+z6egI1+CJoX+Yxm7aVJ7utCyxPdlsVWL4K2rLA8mXQlgSWr4M2EbJ1EVvk3XD5O7lWw+Uv5ZoNl7+VazJcPtSqihsfa0XFjQ+2ouLGR1tRcePDrai48fFWTNyEkpJN3IyUYuImtJRs4raKLNjEjbspx1nFrdAFvfst/zwItfr14vR6+rhyReVxXRe4BCu3VB65qL10uXRtPMtZn3gqL1PHHDptalrthuR+D5QpVutfBegJ6xNR5S4tff/Tydn566pGWcmy8ZrovsQL4O33/UC8+6TTn4jfu0/EXva+ENO6Bl+IaypyVxgNxFQtlQzDBNd/hxmEcP03Gtnzhg69wUQGIdduollzOky2VW8xodYmuAgavJGmD9a2wSWf9YUhPQXzBSrzXubijUojuHijsh5u3qgkjas3Kqfk7o1Kgbl8ozJ2rt+oDwwu4KjvIa7gqM83LuGor02u4aiPY+7hqG95LuKopQdu4qiVkoxHmVrY4TaOWYZauY5jFs1W7uOYJb6V+zhmQXItXHVTIYPfmNFS7/S9W4RCet8HGRjKa8HbmrtNwjzIivda6L5m3SwZb2wOSeZqTrXkVdsuKH6HyDlAMV+NnbOY9mYrLWfgAa5c0FnmnTBNzbmfo7qg/UbqvAf6b+yB+WMwpGKMeqDBYfboJSx/wA3prFcbgrWFBjcz0xL3xzR6wjAyj9oBihEZbdwxSmZqaMVuQcMpnZpGj3vQFAzfyfqV3PAcEeUQ8x7mmyzj4TkD+vHa6cJvv1/Jyg2sZAnNaASjYjrYhGfU85w7ryjlb+KeDNfbA4zr9QHG9f4A43qBgHG9QcC4XiFA3OEVAsb1CgHjeoWAcb1CwLheIWBcrxAwrlcIGNcrBIzrFQLG9QoB4abFKwSM6xUCxvUKAeN6hYBxvULAuHy8bSpulaoJ98V8mZTLC2EndZ7tJCHsPLitJOdLQthJSbTXCDtzbJliV7pgtEvV+x9y67z/Vrs61ciuTv5MHPSorNrAz6DkL63ZuBbHKQ7sHF90Z6Dn25oE7PFupi9e6Ip5m7ttM4rfkCUU6GFLi+mJTT4U3EbK4pngMlIyD0XaNJbEjR+cE72o5q2lNWbBW3X+NNCCkccNiIaGROLF0Sa34KfmqFSI+zsqc+P+jko0ub+j8mJ+cI5K4/nBOeqrg/s7RYWsWGuDYau1Nhi2WWuDYbu1Nhh2WGsDYbm/Y5ZPEvd3zGpP4v6OWZxK3N8xa2mJ+ztNhaxYa4Nhq7U2GLZZa4Nhu7U2GBaPMrPKnri/YzYFUoHnEUQ7I9Pkg9s70cbINAPj9k60OzTNF7m9czweIpbJQYvFcyvp3UpNm8ekkR3mjB2e2izZF4qwPh6eS/q4qq+04xJ3xyoWQ27LBr5dDMlLihZDqj52GPWo8IBUh26/delmOiUICygYuvOjTIsK/xKHf94Z9aAqnFzYOazNroag56L/xtWQefzGb1y5mfYvP7oni4di3655OWpFPhNCsTEdLBQb1Rew0isX+aKgkk2x7zYq2eiXZsPDbZiZbf80n5eftvG4ZFrZ4zZ0q8lzIU70GQ/PGzh4JnV6UvF4KG4CN0IkYdqMYHRMO9eYNn3OnR9ZLUybarjFG0eIW71xhLjNG0eI271xhLjDG0eEK0ybZuImTJtm4iZMm2biZkwbEzdj2qi4FW8cIW71xhHiNm8cIW73xhHiDm8cAe4mTJuSDXf1xhHiJm8cIe7mjSPEzd44QtzijSPErd44QtzmjSPE7d44Qlw+3jYTN+Ha7Ex+kE1u6wE1VJlcp5Hcebl5fT2l3lZ44tu6Y04p+DRj07SizvKNmlZ1uQY4hnDjZ95Ez878d+bng6tHfej9eoLlVzOpiURoJmbe456Jmqa5Z6LeKtwzUS9BfkCMemfzE2JUisE9E5URcc9EJXDcMzH55sY9E5Meb9wzMdn8xj0T8/Gxcc/EfCtt3DOpKmRF79cjbNX79Qjb9H49wna9X4+wQ+/XEyz3TMyiz8Y9E7NGtXHPxCypbdwzMSuAm7isSYUMJojRqu00y+aWSbRoO80XuWUSrVxP88Xc6cr1vWGxDdKxolI2yG6nfVsWWTuCWlv8gfystUmbvuAgta1szvTdwEFqG72z6Ynpiw5S27hmEj0J806AVUTRYzvvBCqYrMuuiH5DJekbPiVmXZJF02NiRpFkfExMHZa82sMKKDjZwwooGJ406DtZ1eH4x6PCLet10S0X1zot94N76wQsroJfsgGb2+CTAQ8BXgS4iR3rbrirfkMzrt+zZtxN24qMm/UpGYxb9B4741a9x864Te+xM27Xe+yMO/QeO+IKQ6SZuInTWJqJm3BEmombcESaiZtwRJqKW9F77Ixb9R474za9x864Xe+xM+7Qe+yIKxyRYuImHJFi4iYckWLiJhyRYuImHJGi4lb0HjvjVr3HzrhN77Ezbtd77Iw79B474WbhiGzdcFe9x864Sanuj9+hX+uQeW3D7eXe3/yX0mpQ25AXdU3Ffpue/Mp5Ss92C5f1ZLFbuAxb7RYuwza7hcuw3W7hMuywW7gIywUTM8dm7peYV0Lmx5+YN1jmx5+YF27mNy8VFbJit3AZttotXIZtdguXYbvdwmXYYbdwEZZLKObLIXMJxXzoZC6hmO+yzCUU8xmZuYTSVMiK3cJl2Gq3cBm22S1chu12C5dhh93CRVguoZj1sMwlFLN8l7mEYlYbM5dQzOJo5hLKUCHjW3cqZHiUqaXyzC0UtbafuYaiNiMy91DU7kl+IqK8O/vx+PTjzU9fnr0//nTx8fTFrZkafDBdnn7Y/1wqdXz525v5p9Tdn80/nPJ64Nfcba3jFCgOo979llOQ+qR7POYwbpku/Y5aZm/kizj1oJPdNlRmmrme8koc+mGf1gV9Wj/xUsDQOGxkjDUeGSO6dzHz81OeDFjgOGUhtzxOXwicDthLReDNKklAy8riGJXH1w5qbvE7tIhb/Q4t4ja/Q4u43e/QIq6/dQFx6+J3aBF39Tu0iOvvXWBcf+8C4/p7FxjX37vAuP7eBcb19y4wrr93gXH9vQuI2/y9C4zr711gXH/vAuP6excY19+7wLj+3gXG9fcuMK6/d4Fx/b0LjOvvXUDc7u9dYFx/7wLj+nsXGNffu8C4/t4FxvX3LjBu9Tu0iMvH26biJqrBVdxENbiJmzBZkonb8NXgjJv02YSMu+mbLRg365s6GZePt1XFTdjRKm5CjlZxE260iptRozm3CJPlMWxT0HoACLQv2RtgGVbfBsKwfrkSYcsB2CnIXlHLmmfPomTU7qlTjr3hA7WOSyXmseROiRlDXCl5eYhzh0RNQdwhMTNm4Q7JqgLP991U5Pm2mwp9t3f6Muywl7ogLHdITC5VuENiUr+SdGEqw+JRZhLrwh2STYWM+5AqZFXbmwirL8xhWH1hDsPqC3MQ1l+Yw7D6whyG1RfmMKy+MIdh9YU5DKsvzGFYfWEOw+oLcxhWX5jDsPrCHIT1F+YwrL4wh2H1hTkMqy/MYVh9YQ7D6gtzGFZfmMOw+sIchtUX5jCsvjAHYf2FOQy7ansTYZO2NxFWX5nDsFnbmwhbtL2JsPYoE3B2fOGWx1DPQddKKMIOr4QSLnc8lKJUuOOhnKrCHQ8lgRV6eMnx00NA0r5SN33Q3PEl3xxvA/+B4j2o5fWTr0qt8s6GBI4QKrX5w3hgPzw1Iz+cXM58jEcfcplrqaUqA/K43Z+Nu63cgMz5eSllCp3I4KenlmRp9ECiZp+yRi84L92Sk+rxfECP3xrX+31YXvSzJz8d9DidOXK2/ZLplfKLJRcnwB/S4y3t9eEo8TMe/HTQ4/T+vHV9oV/ufpOry4uPb9+d/nTyy9nF5e1fe392+f767Ort+48Xn0/f3pO/u7q8Pn2z+7PL05MPwR/dID/smvDD2eXnq90P/v3o6tdPt23+5ezy6vquvQ+T9t1PHP/H0dfe/Xx1cn51t0vz/uLnTyeXJ1e3TTv696Mvplz79uK5b3u0rVvYo+3AqgP4uHW9f5jm7RwH1iCswWTflwOB7BcXJlB68Rfv6aAL52gzN7sdF7QyH1ZAsZLShNLLYXTYB9VupAV9ANMbO4b6gWUfsG9d2cch74OxmPfB/Kfns9dQ5VwHpQ/9WULwUhHL/KeDxq+m8e136fmcxwvZ5vPGL2Hj02sZN0i4x+bOGE7gxNoyfMHnAj5eRtFnXLLhPSo9g9Lm7aNRcrXk7utkltdPri3Ch3rgpv7692xdlsOynNsTfb9Mgd6LWuagpPOEAKTf5AEn27dhwNELgvuRbFOsPkF8/8HbptimC7QSuPe8LvQI8YdL2lMhnTB8a8F16nX1ZV8JVF3X1Zd9Ma4v+2JcX/bFuL7si3F92Rfj+rIvxvVlX4zry74Y15d9IW7yZV+M68u+GNeXfTGuL/tiXF/2xbi+7ItxfdkX4/qyL8b1ZV+M68u+EHfzZV+M68u+GNeXfTGuL/tiXF/2xbi+7ItxfdkX4/qyL8b1ZV+M68u+EDf7si/G9WVfjOvLvhjXl30xri/7Ylxf9sW4vuyLcX3ZF+P6si/G9WVfiFt02RfDrgdgpyBd9sXap8u+GFaXfUW/djkABNpny74Y1ZZ9Rb909xzQOlv2hajVln0xqi37CnqyJs8BrdNlXwyry74YVpd9Mawu+2JYXfbFsLrsi2F12RfCNl32xbC67IthddkXw+qyL4bVZV8Mq8u+GFaXfTGsLvtiWF32xbC67Athuy77Ylhd9sWwuuyLYXXZF8Pqsi+G1WVfDKvLvhhWl30xrC77Ylhd9oWwQ5d9Mawu+2JYXfbFsLrsi2F12RfD6rIvhtVlXwyry74YVpd9Mawu+yLYtuiyL4bVZV8Mm9jWfrSzP4dutpaMtVUXfe37Am2KLRrbX5cx2lL1qbb7zS1TbvPc/Lo20RZ6f3V/FIsq8azaMnRNBySvi67poORVV0VQctJVEZS86bqCCfmfvK7g9tK3b/3QvkVmblvzgcYdDFg5EB9cSdCE6tJ3U84U1A6rK4hb1g8Ewp4cenF6/oun5aBCBdhMcdrPy61MB5USJHSHQkvbYXTYB1bNjPqgyEIF2r56UKEC7dtm6+H3X97THCbBl7d+d3OJJUpipsnRdoCjmUFyJByWHTeB5GhL1IB96N4VRE0YLLtvBVAM3oTBsvu0QdzizU/Erd78RNzmzU/E7d78RNzhzU/CFQZLM3ETBks1cRMGSzVxEwZLNXETBktVcSve/ETc6s1PxG3e/ETc7s1PxB3e/CRcYbAUEzehsGQTN2G0ZBM3o7SYuAmnJau4FW9+Im715ifiNm9+Im735ifiDm9+Eq646GkzcRMXPSUTN3HRUzJxExc9JRM3cdFTUnEr3vxE3OrNT8Rt3vxE3O7NT8Qd3vwk3LZ48xNxvaI5PQ28tXQACLRv0+YnwmZtfiKsFzYRth6AnYKaNT9R87SxiajDU2ccIbqI1nHPxTyWXRubiLp56pSTtfmJmle0+YmwVZufCNu0+YmwXZufCDu0+UmwXGtRyQnXWlQuxbUWlfpxrUVlqlxrUYk111rUdwDXWtRnC9da1FcW11rURyHXWsw3bOdai/nk7lxrMSsEnR9IYhY0OhdbzPpL52JLUSEr2vxE2KrNT4Rt2vxE2K7NT4Qd2vwkWHF1kwkZP7rErHt3fnKJWabv/OASs6vQ+bklTYWsaPMTYas2PxG2afMTYbs2PxF2aPOTYPmJJWZ7tD+xO152KYM94jk0aZ0UtdUrmun1He0u5I7gOdim2OKPXkqv6wJdHFWy44KTx3uiZ4T33Tl7CZ1Z16no8dSlhOThXUpG3hbvUkLy6l1KSE7epfx/d0bz7YnMe6ec5hy4lH3bDpQdYcAOVTWDo5W7kV12U84UVA9UH8OWHSpnwp7seoE3+MXHYS4layaXWl5uZV4Psx3RwcQ9H2hqwj7Qi6lBH2TrUsL2lcNcSti3VZfEgDNyO7dYolxjmsNkqmjalEBYLLsUERxj259YLK84j+tX6tpA75pjWJZ5a6cJrXBYdp8giLt5hxBxs3cIEbd4hxBxq3cIEbd5hxBxu3cIEXd4h5BwhcNSTdyEw1JN3ITDUkzchMNSTNyEw1JU3Ip3CBG3eocQcZt3CBG3e4cQcYd3CAlXOCzZxE04LNnETSgtm4mbcFo2EzchtWwqbsU7hIhbvUOIuM07hIjbvUOIuMM7hITbF+8QIu7qHULETd4hRNzNO4SIm71DiLjFO4SIW71DiLhNL9tMr37ovR8AAu0b2iEk2LFohxBh9QVgDJsOwE5Bm3UIUfOyXVpC1OKpU061DiFqXbMOIaJ2u0CFqMNTJ5yxLNohBM0b3GkxM+bgTouZ4Ad3Wsz7aHCnxbw+B3dakgpZ1Q4hwjbtECJs1w4hwg7tEBIsd1pMYj2402K+AwZ3Wsxny+BOi/nKGtxp2VTIinYIEbZqhxBhm3YIEbZrhxBhh3YICZY7LWa5aPATS8zq1uBWi1mMG9xqMWuHg1stRYWsaIcQYat2CBG2aYcQYbt2CBF2aIeQYPm5JWYTZPBjS8yezeA375gtpsGPLTE7YuOJwfGyPhdsN86hRYuJqK1Vi4kI27TsB+6FHBs+2m8nYK3tT+AOx7FRaazvNKm1k13tkRctulHyqkU3Sk5adKPkTYtulJy16DYh/5OLbrdHBO6LbiUQ3UY+8FS/+yE368i7Rr29uL76dC36oLlf8tbd2/8le/hL1gN/SfhU6lXctc/bSae+DYRh/jz/cPLx88sP9GHhyzZ8ZS9863L7pn5o191/CcM5DlMKYTjFgTjpxXCW9SClkDYzmbvslydpCL3Kvu3HqPTxLGq9hLfbP//x58ivgHmci71fO4pDPkhrfJ5V5Cm9HEaHUa5y9TjqgyalSdq+fpA0SfsWZmw6Yavq5NRHy/E5vkzxq/bw1gpSbuExPXwkMe6mPTzGzdrDY9yiPTzGrdrDY9ymPTzG7drDY9yhPTzEFR5TMXETHlMxcRMeUzFxEx5TMXETHlNRcSvaw2Pcqj08xm3aw2Pcrj08xh3aw0Nc4TFtJm7CY9pM3ITHtJm4CY9pM3ETHtOm4la0h8e4VXt4jNu0h8e4XXt4jDu0h4e4g1ahrA/5ZAErokOfNLdOT6Ef3mSKQE/G0/W7z1cnd381/Ogsc4gVl6LGFPuJFHAqC14Uu+mHBjeV3IPWrQLCsMMqIAS7LtxdMtPODXe1EgjkJmuBQO5mNRDIzdYDgdxiRRDIrdYEgdxmVRDI7dYFgdxhZRDG5RZTVnHjGlNWceMeU1Fx4yJTUXHjJlNxcStWCYHcap0QyG1WCoHcbq0QyB1WC2Fc7jNVFTcuNFUVN240NRU3rjQ1FTfuNDUXt2LlEMitcCOv1t3KciYL1zdoelpPSRqNtx+7RlP1ImWLFrczPRjsK7hF6QbsP7ump//ekPx3V0R6HGAfTt+ffTi9PH5/8fO7s/M7VSD8ANv2uzLN94zvmY8yw+cDbIb2rc2Q9myGf7v5C3Z3+V6Q+PTrTcuuz6/e/nB58fPbs/Mbxv2Ottx87q9uPqdnP3G7y7+/Pf3mKIX/ymxD+9m/Wl79Z6LrHm/+sv5+jh4qeDnd497ls+cp/65OzeXpBy0g9LtH5HeQcf7zd5VxyJO1tTjGevs3irHe//0Dxvj7P2yMSxzBbuurVnB24Q1XSTBpta/VrHbIt6L5So7JQ/PVWVZ10/wNLvXe30U+5o+HuI2t7x6POUnfoBGS6kFJxvqPTDL6Hz3JmCUM+xP/7eKASymeZwevMeP84Ym2aMKc/pFhzn/8ML+e5d2Op9+WOaZXmS+E2d4xE04Lg814uwkPfGNx1/KV2c+5lk/98IXUDtz8A/qWpnUJmrrpiToi5YNG8PKPHMHf/x+YqPX45KOv2HMUwljrL4EIpA5kfWmglDlfH0XSg4YOO04CULWHr0acVYYg4tDKm13SW+aH696gNtvZNQBl29kRyD7wEcc+7xFHF2cEX9BVnzQcgez1bAGn2XdnxPEXGQYgf1BOALLif8TJ9uiVgGNP1w6mXn0bYcRprn8ijDzvJsIM2TtBL3dbdxNxVtc7EUbeKBhh7AwdjNJuJ+iIU3zZUOZFQ6M8+1ZZ8whLhKIfD7Ip7i++3AfNLXhnUqxyg5XjKWqdHU/Bm2/Y8RRx5HiKMHI8RRg7noIkbNjxFHFkvhNhZLoTYWy2E30lDJvthCCZ7QScdZHZTsix2U6w4rAuNtsJQTLbCTky2wk5NtsJ9pzWxaY7IUjmOyFHTtAhx87Qc+N4XVc7RYcgOUeHHDlJhxw7S8/LVm9AdpoOQXKeDjnV5Q7PK0bznNtkz0fts8svKZgoV7v8EoGSXH4JOXL5JeTYldwUTJTJLuSGIGlyhBxZCRFyqu2hYKJMzfZQBJKbGCFHHsYacYR0dg8KJsrNnlkcgpLsoYgjb2kKOXZjOwUT2mb3tUOQ/HgMOXKmDjl2pt6CCW2zM3UEsreUhRw5U4ccO1NvwYSW7UwdguRMHXKkcrcllkVk+RkZts9+R27BRJntd2QIGn7dahMLV3cH0ewtRaUlhytX4c/Pl67WYsdW0A/Fjq2Io8dWMNHr7ewQZMdWxJFZUMixWdAWTPTFZkEhSGZBIUdmQRGn2iwoBxN9tVlQCJJZUMiRWVDIsVlQDibkarOgEGSX0COOzIJCjs2CcjChVZsFRaAmZ+qQI2fqkGNn6hxMaM3O1CFIztQhR2ZBubIsqMksKGxfg45vu8OUFTXOZkQ5mH2bXFmPOB0eWjH/JcucaSf0EkygXU7oIcc++yWYr7p89kNOgc/W9hXTAkyVR4aWLXCJ1m7TlBJMWE/2QV/81Xa/2eui6Nrlwx61bSxuyikbm3IGPqf5AVyQd7rqM1tKMJkNuc0UcuAZzPEvOp8yhs1wSjCfDZnhhBw7Hmow9wyZtoeccchJo3VBT3BatC4wn9nSYn2BiJPk1FZzMLWlxc7+NQeg7FchqlmFeEmWeUmNSYvc3wp/Q7m/VScT5M0vcHZ1+vNtJ328Pv10eXZ+dQP4ePLu9OPNf/vrv3x/fX73s//y55tm/utfLv775k9/Ob38/HUa3JabIZzWrd1MQP8LLgQ06g==
Copy blueprint
That junction in the first video is designed to connect two equal highways.
Re: High throughput T junction in action
Posted: Sun Sep 20, 2020 8:21 am
by aka13
Great junction, thx for sharing!
Re: High throughput T junction in action
Posted: Sun Sep 20, 2020 8:34 am
by brunzenstein
What’s the settings for the combinators and how does it work?
Re: High throughput T junction in action
Posted: Sun Sep 20, 2020 2:15 pm
by coppercoil
brunzenstein wrote: ↑ Sun Sep 20, 2020 8:34 am
What’s the settings for the combinators and how does it work?
I can’t remember all details by now. I didn’t had discovered
Attach Notes mod at that time. Though I remember the main idea.
Rail signals 0123 (direction left->right), 4567 (left->bottom) and 89IJ (bottom->left) determines, if there are trains waiting at the junction
and their exit lanes are available. That’s mean, awaiting train must have a guarantee for clearance to avoid deadlocks. So, there are two rails signals for each signal: one looks for red before junction, and another looks for green right after it. If some signal has a value 2, it means “make request for crossing”, and triggers counter T. After slight delay (300 tics) current traffic flow is closed by signals UVW. Current flow is determined by "activity detector" signals ABC (yellow on chain signals).
When junction becomes available and trains starts to move, they trigger corresponding activity signal ABC that resets timer and releases closing rail signals.
P.S.
Circuit HUD mod can be useful for circuit debugging.