dizherui 发表于 2020-8-28 11:12:50

{求助}如何识别多个状态之后做判断?

求前辈帮忙
如果识别多个灯的状态,并做判断?
想要灯0;灯1;灯2;灯3全亮才做出触发1
如果有任意灯状态不是亮的做出触发2




neroxps 发表于 2020-8-28 14:39:16

用触发,然后分开N路查询, join 之后判断就好了啊。

dizherui 发表于 2020-8-28 15:35:55

neroxps 发表于 2020-8-28 14:39
用触发,然后分开N路查询, join 之后判断就好了啊。

前辈能不能给个例子?我自己只能用最基础的方式做些流程.......


neroxps 发表于 2020-8-28 15:54:41

dizherui 发表于 2020-8-28 15:35
前辈能不能给个例子?我自己只能用最基础的方式做些流程.......

就你自己画出来这个图差不多。

dizherui 发表于 2020-8-28 16:03:57

neroxps 发表于 2020-8-28 15:54
就你自己画出来这个图差不多。

:shutup:我只会用switch这种做判断,连最简单的开关状态二次确认都需要做好几个流程。。。
突然不能上传照片了,不然就给你看下我现有的其他流程有多繁琐了

wshc1216 发表于 2020-9-4 18:09:07

本帖最后由 wshc1216 于 2020-9-4 18:11 编辑

刚好我有个一样的,不过我的没有技术含量


mmygo 发表于 2020-9-15 09:04:22

我也在找这种方式,你的问题解决了吗?

meiki 发表于 2020-10-15 17:17:34

本帖最后由 meiki 于 2020-10-15 20:04 编辑

全亮就是与的关系,把每个灯节点设置条件is on,在把所有的节点“真”串连接起来
任意灯状态不是亮就是或的关系,如你图片连接这是并连,这里的灯结点不需要设置条件,把所有灯输出接到一个Filter过滤节点,条件设置OFF,有一只灯是OFF就会触发输出,因为是是或非的关系过滤只能设置一个条件,不达条件过滤结点是没有输出的,所以就是把前面任意灯的OFF状态用一个结点输出提供后面的结点就行操作
所以在你触发条件后面分别连接一如你图的并联结点,在建一条所有灯的串联连接设置条件ON就可以了
nodered我也是在研究中,刚好自己也需要这个功能,只是我的需要和你正好相反,有灯亮就角发关闭,全OFF就开灯。我的结点太多不知道怎么导出单个结点,就不贴我的flows了,供你参考






mrjc0331 发表于 2020-10-30 11:03:06

本帖最后由 mrjc0331 于 2020-10-30 11:04 编辑

触发--使用多个current state节点获取每个实体的状态,然后分别保存到流程中,然后在用function统一进行判断.写了个例子,给您参考一下。data:image/png;base64,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
[{"id":"6e11a160.6d6be","type":"api-current-state","z":"f5950339.f19eb","name":"1","server":"19170cf5.155303","version":1,"outputs":1,"halt_if":"","halt_if_type":"str","halt_if_compare":"is","override_topic":false,"entity_id":"switch.3dda_yin_ji","state_type":"str","state_location":"payload","override_payload":"msg","entity_location":"data","override_data":"msg","blockInputOverrides":false,"x":230,"y":600,"wires":[["2c1c2fbe.6e96b"]]},{"id":"cb413974.57de98","type":"inject","z":"f5950339.f19eb","name":"","props":[{"p":"payload"},{"p":"topic","vt":"str"}],"repeat":"","crontab":"","once":false,"onceDelay":0.1,"topic":"","payload":"","payloadType":"date","x":90,"y":600,"wires":[["6e11a160.6d6be"]]},{"id":"136cad8f.c63692","type":"debug","z":"f5950339.f19eb","name":"","active":true,"tosidebar":true,"console":false,"tostatus":false,"complete":"true","targetType":"full","statusVal":"","statusType":"auto","x":730,"y":720,"wires":[]},{"id":"2c1c2fbe.6e96b","type":"change","z":"f5950339.f19eb","name":"","rules":[{"t":"move","p":"payload","pt":"msg","to":"state1","tot":"flow"}],"action":"","property":"","from":"","to":"","reg":false,"x":410,"y":600,"wires":[["1779c547.64fceb"]]},{"id":"1779c547.64fceb","type":"api-current-state","z":"f5950339.f19eb","name":"2","server":"19170cf5.155303","version":1,"outputs":1,"halt_if":"","halt_if_type":"str","halt_if_compare":"is","override_topic":false,"entity_id":"switch.zhu_wo_dian_feng_shan","state_type":"str","state_location":"payload","override_payload":"msg","entity_location":"data","override_data":"msg","blockInputOverrides":false,"x":230,"y":660,"wires":[["fb97adc9.a3515"]]},{"id":"1d6752b6.771ebd","type":"api-current-state","z":"f5950339.f19eb","name":"3","server":"19170cf5.155303","version":1,"outputs":1,"halt_if":"","halt_if_type":"str","halt_if_compare":"is","override_topic":false,"entity_id":"switch.chuang_tou_cha_zuo","state_type":"str","state_location":"payload","override_payload":"msg","entity_location":"data","override_data":"msg","blockInputOverrides":false,"x":230,"y":720,"wires":[["f6b17eac.be82f"]]},{"id":"fb97adc9.a3515","type":"change","z":"f5950339.f19eb","name":"","rules":[{"t":"move","p":"payload","pt":"msg","to":"state2","tot":"flow"}],"action":"","property":"","from":"","to":"","reg":false,"x":410,"y":660,"wires":[["1d6752b6.771ebd"]]},{"id":"f6b17eac.be82f","type":"change","z":"f5950339.f19eb","name":"","rules":[{"t":"move","p":"payload","pt":"msg","to":"state3","tot":"flow"}],"action":"","property":"","from":"","to":"","reg":false,"x":410,"y":720,"wires":[["5b059ca6.aa2474"]]},{"id":"5b059ca6.aa2474","type":"function","z":"f5950339.f19eb","name":"","func":"if(flow.get('state1') == 'on' && flow.get('state2') == 'on' && flow.get('state3') == 'on'){\n    msg.payload = '你想发送的东西'\n    return msg;\n}else{\n    msg.state1 = flow.get('state1')\n    msg.state2 = flow.get('state2')\n    msg.state3 = flow.get('state3')\n    return msg\n}\n","outputs":1,"noerr":0,"initialize":"","finalize":"","x":590,"y":720,"wires":[["136cad8f.c63692"]]},{"id":"19170cf5.155303","type":"server","name":"Home Assistant"}]

dizherui 发表于 2020-10-31 10:15:41

mrjc0331 发表于 2020-10-30 11:03
触发--使用多个current state节点获取每个实体的状态,然后分别保存到流程中,然后在用function统一进行判 ...

我等下导入试试,十分感谢:victory:
页: [1] 2
查看完整版本: {求助}如何识别多个状态之后做判断?