Steadily9371 发表于 2023-3-19 23:29:18

Call service节点的data里面怎么添加变量

请教各位大佬怎样在Call service节点的data里面添加变量
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

louis_lee 发表于 2023-3-20 11:33:17

本帖最后由 louis_lee 于 2023-3-20 11:35 编辑

利用jinja模板

e.g

"{{ trigger.event.data.message }"

"{{ states('sensor.abc') }}"


jinja教程:

【YAML+Jinja】教程与经验,庆祝论坛人数过万,解除回帖可见 - 『HomeAssistant』新手入门区 - 『瀚思彼岸』» 智能家居技术论坛 - Powered by Discuz! (hassbian.com)

arthurfsy 发表于 2023-3-20 13:36:21

本帖最后由 arthurfsy 于 2023-3-20 13:47 编辑

可以新增一个function节点,然后这个节点的msg.payload为Call service需要的变量信息。如你提到的data,一般可以点近call service这个节点,里面有“load example data”,这样你就可以看需要传入哪些变量了。
如load example data的示意数据如下:{"summary":"Department Party","description":"Meeting to provide technical review for 'Phoenix' design.","start_date_time":"2022-03-22 20:00:00","end_date_time":"2022-03-22 22:00:00","start_date":"2022-03-22","end_date":"2022-03-23","in":"{\"days\": 2} or {\"weeks\": 2}"}那我们就要照着定义变量信息(可以只定义必填的变量)


举个例子:print1 = {
      "data": {   //下面为data传入的变量
         "summary":a.raceName,//这里的变量是a.raceName,a也是一个变量,但是在前面定义了,这里仅为一个示例。下面同理
         "description":"报名时间:" +dateFormat(a.signUpStartTime)
                        +" - "+ dateFormat(a.signUpEndTime)
                        +"\n联系方式:"+a.contactPhone,
         "start_date_time":dateFormat(a.raceStartTime),    //dateFormat是我自己定义的函数,也可以不用管,仅为示意
         "end_date_time":dateFormat(a.raceEndTime),

      }
    }
msg.payload = print1



996054544 发表于 2023-7-5 10:49:56

请问你弄好了吗?第一次玩Node-RED,不是很熟悉

Magic_riding 发表于 2023-8-16 17:34:48

arthurfsy 发表于 2023-3-20 13:36
可以新增一个function节点,然后这个节点的msg.payload为Call service需要的变量信息。如你提到的data,一 ...

非常感谢大佬,终于解决了:'(    这个困扰了我好久

yuejr 发表于 2023-8-25 19:28:35

本帖最后由 yuejr 于 2023-8-26 11:09 编辑

arthurfsy 发表于 2023-3-20 13:36
可以新增一个function节点,然后这个节点的msg.payload为Call service需要的变量信息。如你提到的data,一 ...
用这个方法,小爱音箱却只播报一个英文单词payload,哪里需要修改?找到原因了,去掉前后引号就行了





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