# Jira outbound webhooks

Copy as Markdown[Open in ChatGPT](https://chatgpt.com/?q=Read%20https%3A%2F%2Fcoralogix.com%2Fdocs%2Fuser-guides%2Falerting%2Foutbound-webhooks%2Fjira-outbound-webhooks.md%20and%20help%20me%20with%20my%20question%20about%20this%20Coralogix%20documentation%20page.)[Open in Claude](https://claude.ai/new?q=Read%20https%3A%2F%2Fcoralogix.com%2Fdocs%2Fuser-guides%2Falerting%2Foutbound-webhooks%2Fjira-outbound-webhooks.md%20and%20help%20me%20with%20my%20question%20about%20this%20Coralogix%20documentation%20page.)

Automatically create issues in Jira when alerts trigger in Coralogix. Route critical events to your incident workflow, reduce manual triage, and keep your team aligned.

## What you need[​](#what-you-need "Direct link to What you need")

Before you begin, make sure you have:

* A Jira Cloud account
* A Jira API token
* Your Jira project key
* Access to **Integrations** in Coralogix

## Create a Jira API token[​](#create-a-jira-api-token "Direct link to Create a Jira API token")

Generate an API token in Atlassian. You will use this token when configuring the webhook.

1. Go to [Altassian API token](https://id.atlassian.com/manage/api-tokens).
2. Select **Create API token**. The following screen shows the API token creation dialog: [![](data:image/webp;base64,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)
3. Enter a label for the token.
4. Select **Create**. 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)
5. Copy the generated token and store it securely.

You will need this value when configuring the webhook in Coralogix.

## Find your Jira project key[​](#find-your-jira-project-key "Direct link to Find your Jira project key")

Use the project key to determine where new issues are created.

1. Log in to Jira.
2. Select **Projects** from the top navigation bar.
3. Locate your project in the dropdown list.

The project key appears in parentheses next to the project name.

## Create the Jira outbound webhook[​](#create-the-jira-outbound-webhook "Direct link to Create the Jira outbound webhook")

Configure the integration in Coralogix.

1. Go to **Integrations**, then **Outbound Webhooks**.

2. Select **Jira**.

3. Select **Add new**.

4. Configure the following fields:

   <!-- -->

   * **Webhook name**: Enter a descriptive name.

   * **URL**: Enter the Jira REST API endpoint:

     ```
     https://YOUR-ATLASSIAN-DOMAIN.atlassian.net/rest/api/3/issue
     ```

   * **API token**: Paste the token you generated.

   * **Email**: Enter the email associated with your Jira account.

   * **Project key**: Enter the Jira project key.

5. Select **Save & test**.

Coralogix creates a test issue in your Jira project. If the configuration is valid, the issue appears in your Jira dashboard and a confirmation message displays.

## Attach the webhook to an alert[​](#attach-the-webhook-to-an-alert "Direct link to Attach the webhook to an alert")

After creating the webhook, attach it to an alert policy.

1. Go to **Alerts**.
2. Open an existing alert or create a new one.
3. In the notification section, select your Jira webhook.
4. Save the alert.

For detailed steps, see [Configure alert notifications for outbound webhooks](https://coralogix.com/docs/docs/user-guides/alerting/outbound-webhooks/configure-alert-notifications-for-outbound-webhooks/.md)

## Next steps[​](#next-steps "Direct link to Next steps")

Route alert notifications to Opsgenie with [Opsgenie outbound webhooks](https://coralogix.com/docs/docs/user-guides/alerting/outbound-webhooks/opsgenie-outbound-webhooks/.md).