# Get started with Qualcomm Insertion Loss Calculator Sign up, sign in, and view the calculator page. Qualcomm Insertion Loss Calculator requires a [qualcomm.com account](https://www.myaccount.qualcomm.com/). - If you don’t have a qualcomm.com account, [register for one](https://docs.qualcomm.com/doc/80-99775-1/topic/getting_started.html#register-for-an-account). - If you already have a qualcomm.com account, [sign in](https://docs.qualcomm.com/doc/80-99775-1/topic/getting_started.html#sign-in-to-an-existing-account) ## Register for a new account 1. Go to [tools.qualcomm.com/insertion-loss-calculator](https://tools.qualcomm.com/insertion-loss-calculator). 2. Select **Log In**. 3. Select [Don’t have a Qualcomm ID? Sign up here.](https://myaccount.qualcomm.com/signup). 4. Enter your company email address. 5. Agree to the Qualcomm Terms of Use and Privacy Policy. 6. Select **Continue**. 7. Confirm your email address to complete registration. After your email address is validated, your request will be reviewed. ## Sign in to an existing account 1. Go to [tools.qualcomm.com/insertion-loss-calculator](https://tools.qualcomm.com/insertion-loss-calculator). 2. Select **Log In**. 3. Enter your email address and password. 4. Select **Sign In**. ## Calculator page Once you are successfully signed in, the [insertion-loss-calculator](https://tools.qualcomm.com/insertion-loss-calculator) page displays the configuration sections used to perform a calculation. ![Insertion Loss Calculator page with configuration sections](data:image/png;base64,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) Last Published: Oct 19, 2026 [Previous Topic Next steps](https://docs.qualcomm.com/bundle/publicresource/80-99775-1/topics/overview.md) [Next Topic Configure and run the insertion loss calculator](https://docs.qualcomm.com/bundle/publicresource/80-99775-1/topics/user_guide.md)