#Websocket 1000 FatalError

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tall ruin
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How to establish a connection to convex websocket ? What is 1000 FatalError ?

fringe shellBOT
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Hi @tall ruin. I'm kapa.ai, your friendly support bot. I will try to answer your question by searching through the knowledge base. :wave:

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The knowledge sources do not mention a "1000 FatalError" specifically in the context of Convex WebSocket connections. However, I can provide some relevant information:

  • WebSocket code 1000 is the standard code for a "normal closure," meaning the connection was closed cleanly and intentionally by either the client or server. It is not typically associated with a fatal error. If you are seeing "1000 FatalError," this may be a custom message or logging from your application or a wrapper, not a standard WebSocket or Convex error code.

  • For establishing a connection to a Convex WebSocket, you typically use the Convex client libraries. For example, in JavaScript:

import { ConvexClient } from "convex/browser";
const client = new ConvexClient("<https://your-deployment.convex.cloud">);

This will initiate a WebSocket connection to your Convex deployment. The client handles reconnection and session management automatically if the connection drops Convex React - Under the hood.

  • If you encounter abnormal WebSocket closures, Convex provides an experimental option (onServerDisconnectError) to observe these events for debugging purposes, but the content of these messages is not stable and may change ConvexReactClientOptions - onServerDisconnectError.

If you are experiencing persistent connection issues or unexplained fatal errors, it may be due to network problems, VPNs, or firewalls interfering with the WebSocket connection. Running the Convex network test (npx convex network-test) can help diagnose such issues, as discussed in the support threads.

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If you need more specific help with a "1000 FatalError," please provide additional context or error logs, as the knowledge sources do not contain explicit information about this error code in relation to Convex.

Note: you can ask me a follow up question by @ mentioning me again :speech_balloon: