# Configure and run the insertion loss calculator This page explains how to start a configure and run new calculations and how to reset the calculator. ## Start a new calculation Complete each section of the calculator in order. Steps marked with an asterisk are required. 1. Configure the chip and interface requirements for the calculation. ![Target Chipset and Interface selections](data:image/png;base64,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) 1. From **Target Chipset**, select the applicable chipset. 2. From **Interface**, select the high-speed interface to analyze, such as PCIe, USB, or QLINK. Available interfaces depend on the selected chipset. 2. Define the PCB stackup used for the insertion loss calculation. ![Define Stackup table and template controls](data:image/png;base64,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) To configure the stackup using a template: 1. Select **Download template**. 2. Enter the required stackup values in the downloaded `.xlsx` file. 3. Select **Upload .xlsx** and select the completed file. 4. Review the imported values in the stackup table. You can also edit values directly in the table or select **Add Layer** to add another layer. The table includes: - **Type** and **Name** for each mask, metal, or dielectric layer - **Thickness (mil)** for layer thickness - **Dk** for dielectric constant - **Df** for dissipation factor - **Rz (µm)** for surface roughness 3. Enter the simulation conditions for the interface and lane type. ![Impedance and Target Z0 simulation conditions](data:image/png;base64,UklGRtASAABXRUJQVlA4TMQSAAAvEQQyAGZR3LaNI+2/9vWU+0bEBGBkAOOj5Kkax/B8o+NQjA4+9YdUtP9fJEdX+IfuEFkysmVky5YlR44c2XLkyJYlW44cWTKyZMuWJesKqfn/a8Kpp+r3pFz4AlHM6HIAZmbmC/yeHACXmf1egmyeOcLqjl7mvUFALapVjJbxBHgBaj1umbldyMbHrmLedbzXIMnwfZ4VLrXtzbNTeL+/c/hwGBwWh8PgcFgcDovF4nBYDA6DxWAwh+DC2ubc2cLX33UUp3axGAwGg8Vg8GJwcDAYLBaDg8HBwSyh/44gSVKimlmcpc+wW+Nr5/2/1bGcNxF4XkJegst5CS6ndOnSpcspp3Tp8pRTunTp0uUpXbp0ufQKznme59gO54RHutbCtMt7u8Ctwsz4S/VIVztXsmQplcPQrWYVuveG028V6XZhZnCYuVsuw7G0vG2YU+9WV0t3ckHbh8naMnSCFTpUM+MydluFlhycraLfhTAzU7tYRtMl4oxWVGvbqmxbSdzPDOGGgCQEJHLJkkgkEolELolEIkuWXBK5Qpj3vheADGvbclGbxVnPEM4QwoYQbgzDF8MwDMONL74YbgzDMAyf72cA/YfESJKkJnuHS7CTDXZrWGaR1896vydBsMh/SBNH+vHjhiJQsl6RMmVKqvSEFD0lfd+psKhRPk0BuOEWA5KlyBrJrkiZ8iS1eKkJ6RKQ0/eZ2rtqmPIMIQwZDrFHmqU91lNXBmkYi83S1lVAU0I6AsVey7bVs0DjVfAYQko27ZlJBNCU9ByEEKJSrKG9U7rFl1rhBFJ6rnbyJDkBOZcuyN9jw9P4S81qeyFSDpsvTTmGEIZdKPamZJnxKgQMQxe6hM1eEgLvQkYkDd6pMNOIhXhjGyW5CvhU2wCAPGdkOppSEMj5Q6Q9ywlIIRAqWIhLTND4TRRIN7LsNGpQoBc+rpf4QLO45m2MpgMKxJwSsH21c0Ygy9YRaIWXSHmmkUNjqD5OxjsV9slGIzxBL0vd5hA2s5NAnrtt2wEaEYVezkNBRk4gBitcFrh/QWYGkaeJilI0fYmtG8aUzphyhWpIVUQnYhQB4xCBLeRE342kgMt0ovEeDndnr3HVGGoep6AKKakwHJ5QAo13PiSNRA8+YOcOGQm2OjIsHkl7KEhICTCOEdTjByS74yMiaFiCJuk7LIY05YKpttopqwmxvHG9PFdip05Sxmwgx2XbiEzwiNRYBSfqWbdIA9kDa6etJ+oM3MEL50owimqpWlrFA3c7gmsUK5r7ruMqgrfKl79cL+czpo78aHu5ATeDlBWl9ERQsuv8E/hjTD2VVLZt22aigXxxVk8A2G6R4cgIun3WgtiUR/6zwJt1/TWNS3YQC3GGJmjYqmBIFBQnx9ZZnRwTu7m4CWxt2wVsX38dk1JtnfVLQIHH+mQ8+VHpmZAUIqHZ+0BSN35Diz6pp1WaUrFpUUlORCR0WIEcPS/S9QKL/f8f9X1CyKcC1pPeOiSxpA0cLuccB+Q4rVO7i1fHCLIRAPteAFgzNMAR5Dm2JysYkwmjV1HP+QlQj28oqdwPDaFgBG/BKKnW48dxbgApbKpIcHMSkPwmclRJoDsm51koUi4pC3LsTDeBCgA0Rt1UW6l6lI0wAxyBHNYNStLS+yOfoQHOUiJS1LZ36bsyPhK0igyrMq5IPQeNiDr+/FT4tkuOIzbSROlqPFjhEpBGARrSXic7rvXEm0RwifQBl/MmgblegXMdhlDHYWclFZfWadx8nnQqFPiJBoc8v5sPZ9rFQtxhhYOTiLxZ1ZAsUm7O6ji068FwX9kqyhWXKCxA2sv4liUL2N0l4y0keFL+JV6wueMWUjCEV9qw6jO0TfrdpTRmtdvt2Tm3pzjUtmdLU0UEZB7u6gxaMuM6bx2k32kayXMwWcff5FGAQmNUqjwdVzbl4g2HY7laU5uW2mM9EOhV7EzDPVDfx+FylAqKN0XK3Q/1fcjaqYohVa70xKyWW8SYQ2NUltkDyHOn3h7rcTL9h0ZKSzlulqGK+xuvDlvc33uluTHY+9hjUd/HC7rs7M3SUwEAHiibOt0C48VqB+uuiPAWJ+cmWSxSukZ65nQon6Gmbx2g8RFafAluMIb97ppKQ/pgsiiuOSRv2lAx7IG1F+xLShWiLAiECmrh7pzS4U3fDTK9L/QsbpjplO/SzCmRowl5dXJ6pr27eD4rOshWBS/YXAfZhSfRNLPXP4HdfQXOk/ZAzvILmqPDCeejFqogf2gd6TBVroY9AMuiwxWAhxRJSo5bLLpQx0koxYr/q3rgDkEGpA9O3+jJRtKMK8bDCJByKVJueoALkt9YvRj2AHpfR0agrpGOzLjr3bVDgVw4xM40/kIXagflmBmlRaAt9BHb2fbFFNMDbNeeDezMEQ0CeR5wo/aFgC2uVSQbAXX7ngC6k3r6WkrnP4EvKqlImokwge3aeSMwgZ60RoCFeOy7cnaBT164SLmmPQncaDag8uMAeS7bTAy4CEhuEbB92bYDNB6jxUobyLhZqpl1gKQFGh9iVpQxZZk9rYUzgPo+jIV3KgBk/Q09UJA0X5zVC0WmSFqpugFskdaruTn/EUDWe1aJLQbkVGTNXhmFSwD1lTpeuIv1zH8CgM0R6aApUi4EqQB4b+5QpXUpdUU8XHo6nnA9arllum/Nzf7K9Gnt3ELNBENjuLc7MYLOtsWoxMmqkao5HM1pKCrPeNJ4uqoeg0NhcTojMhyiK05STkXRbEVS0qrrsjK6TBcvUo6O/CSPrIYmUmPkJmy0mupT5Lc0/f4Hmp0QlPpk5F9rxUijSUXG01X1kIWNp4ZRUpGy8lLXZqXLVC9Xnqw0wlpNo6r7RXteGWOUNRVZuko0LlbDeCmYUhLWypUtqxKfouNDiBP5z4n8J/KfkJfIfzq0aaVJW+TAGvMuObAODejdgIgc2CkEoUMSJhMEi/yHvBL5T4fI/8Ljjv/gEumbXyjXdzwYsjs/25PGF68xhiRNOeyO9ueX/f2c5XMuLco+xlAgJKsmNYuEsuglZ4/X3N9/0Vf5vBgK5FO5h9ZT5BF8ajpQ7EoSM0aiK/rUNuByK/vDsLgj+DS6DiS7EsVojL/M8P832zvRtGc841uxVK3ZupsnB4cmdcdijR7roUPDwd6nW6pfGy91kNDSlbNL62KXtbTJYuEgya6S0GErWtolwcNWdH2Mr3zlt1XbVwD8xF4EkLTIuUHOD4AtQhXyMYPmaU3+MACA2va3rADAhM7c4CAAYwOcAW0HEzpU7+ITMy22/BEV/OTXv6sOiYK5gXPon+l2kXIRCJVGRB1744cLCsjB9Z7jBVxCvqC2/SqFy5d3huatuakrdkSlHtv4cVALVbRGcJ05q9vUjwxnOqdEN2g0K/KFGSOtsKRjC2y8Z26wM/mc6gvCSVc/p6XatPQLnA7GOvLNL16x2bxxY1QSG6nv05c2LHPSAfvcExnXZjOjBw+lUWdG+cbcT2ZU4rfVPEe8jgDrObFFvIxgjBJxWFA/qP1PHSO4HA3JEUiCqSs0yuxpn5o5q4+Fwlsd65DSMGVziUPr+7BV0ZEMCw8lD2xGO26Pd1A7c8qfZkriSFTKVZC00JqPvlvCObypcG/ySwKhgjNGRdLjSIcA22fSlYJVV6AjjF5txPTpzlJBz4sQ2kIfp/WsJ5wk1fcn96XxsclxB8B1B/jzqwD45L6MoOZeOo9+bW37pacCn7QP6/uoyEc8n7q5I3eQ9T7gH5/pZ0RJEnODnVuRFCerB/YodzCRUvx1opdlK5JSVOJkuYOhSf7xFc1caEnAvd2FpCSh60A9kkcvS5LUdeBf727NVT72G7WsGE0HxX4Ni3HEtB342Mu77xKE8pcmR/7X7EBHanYgCI2Xm/yuT7fJgWa4QZte2kQ+3HI3vDs5yAz1/693BeDD7d1trgeX5N6FwNWHG97NBZlsBNd6XX24MTZG/hPkw+yOcdgPSyZtwJ0OMICmc2YvBSE1DMmYIS3bWUuAAOkpiBlN4l57LY/9VKWCUBqGQL0gb+lMdy46D0AgNKpWJgFxtLZ2+PdfPbKt7AHksxXpdMVDAst7rf3To0BJ5lORreB7XN1lB64IiKNermI0qbjUMU9bEYQrystMXgFGWtkYYgOsuk0/V3qdrYAVCbKGJHqFsmDAyDMlWRbjh2CwElPgiqNW0gEkIKuTAiTmFFsQp2gWs6LrnO5eb1rTOQiCwFG6sdH4SeC32EJJ5tKWoUj4JzFXo/CTGPbpHr3E6mHxlYA4FaOI0Vo8E/wPjIbpA1ZiCmBhmGWb0bA9pUjxr6sdls/btn/tonF5P+ua/7s/tm/L+irXpqEoEm7ImlpqjntKwwur1ljjX9zwdQFJ+jtm5hjmbY5byQ0/RGas5FHBjM1XBrR8/b9L5XrYXkCaLRNdrEARhmNTFGy3gsUMTwmVolLQBSIDLkmWZI2o2V7wQ+Rcd0PnIJjtTrjtfsgha4pvuAq8JUz0oMddhxzi+FbwP+6GgHayQH4/bcmb/XVOd9+tc6x2USVUgUAZamjehO0K/selEMQSQz56gZbhyel7YicQQzVa3eSiSqgCgeY8XiokgAR4rYL/8Rx4UPDK3DFjVjYyie2AJwLRrLbykF8rxjnDRZWgUIT+iO12/9eFmnRePxxi+7Iee0PG/zg4sE0rCSnhtEdMMYS7/5HEVCWBcevTUiKJh+KJIKv0Q6kjObjNT8HSj8YjJgCSmKokDFJFACypDNVzYTOzp4Qm0MNMEcpliPyHJkMTapejCDXQEoRa6glCSzYoQmt3CIJF/hP5T5hJ5D+LHz/JUcUc/8El0me/YIwp0cSQ3fnZngxjvdzfJmR0QdIY3fpUE/WhhrPY389ZIaybcn3joFKpDHUxKP9jAxQbQ/Kv8r88gDQSydkv2t9/0VeFrxgK5FNBioV44weUy40xylBDpyFXIHdNcwNF8pbZeQGM/IOuGQWc9cwR3nLdAECeM6aetdzevSfKNl3Rp7YBl1s5jKX5bEu1mX85xXq1+bTryXc38ppIrYZbrxqjrkQY+bLNZjOlG43HfBDXjBbJjIudadyWrhd9nluZfpHj16sSlXKGoB7fEAjZcZG0SKMhrB2pNEZJDvY+3VJNaJlEhkO8RSimZNOTUMD35HbvScvdYjx52IqWtvNwOJrbuGnRlcLilLpUm4ekBQGZ13gjBeq4AoeocF0SYWLnzpzV87RrkewNH7JsvGVlSnSBRncllF1E5n+PxXqYEt+OI/W8E0nD0lOB+rMao5wBABO+WwXkgYg0Elm3UztVnmN7ZcBCgXTwmqEJJjBdLUOBt+r4TA8yLDQed/Fdb1RIPbvA03scpwfrcgQ/ibbUlV12ELfrxKKt3hids7pN/chwpnPKpaXKYyTJeBhBLVRBPc+pjnU8EMh7umMWzYr8WwyjsV7WUrX0C8Y4Ut9Hfh/i6twTp202M3rwUBXD9xxUjx9HD+YGO5M/DrYYILkRxjqU81jcGOlzUR8XXgp57vZsSLhDDJkRYD0nfqNgKBDsSUygKYbmXrBdw9UNv+mx9W1pFBZf3L3k4yIPR55Tlant+dlVJW6Pd5AkNcxAjjpAUrnLZ1dVMLzlZ4Kdf1t1VkS2VBZf3NfFHWjENIRjtvVChiO4ZrQkq62gMRpCO2haz3pe/5kC577NnHJabKXNaPi/aj1laqk6cRJXLNUPvk2j3Hxg01J7rMNpm0nNIoG1PfMc2/vCMCEzALI+HlvbXuLwBwDbXbsxyh8WLgFkvQ9wBvAOhyQW5Ljc4RUAW4QqXARCZdq7JSEHoLY9N8K33ebzLqQxHI7mNEmdD8VWKGBw4i0PbogJsnUyaZY0l3OmRhtDXSw3tBlp5E89xgaoi5+fqrE8jS+8+6Qhqdl7KhFnPW1mqdr7Yt0OjTxjUrYqdg8rwxlIe9EpC6SKuwLfebdqw0go2XUC1NO3fYRGqj2KVSmavTIyt9OoDgLZ3jOmzqv5xUWp3H+AidEaGlnXh17K/geY6A1PxP/fbXIc+be3k4RW85GElnVShNb30oMWelOEVvxThCf9iLJFfVxpaQM0AFYfaV7eAAWAEcPXbJoZy1T5CUgfms/nLe3iADj8h7HhfctEP+rF2RjDN2S7H79586MP0ACKMRxTrQICckRJh8Bpi30ij1AAhtiPl8qBvbZNreBvR1dZH5ZoubSfqMDkvY8csuYWJNCd4aaNUzPir1wFpgCdBMRWN7TqnFL7tE0TFdBAggCBMtRQogGkoJkQkYCa7dfHKU5DZUw0gDLMk5ei19zjTsjG7x38ePZuGsBFF485xPFtGosVF13shB+yMj2KIIT9qEklb737H7h2q86xOvyPSM1OISWeVmKiAnkumVmJiSLkwo4wgyaUCk8Rao4hCLXLEYQaaClCLfUEwSL/ifwnVKAD) 1. From **Impedance**, select **Differential** for a differential lane calculation or **Single-ended** for a single-ended lane calculation. 2. Enter the **Target Z0 (ohm)** required for the interface selected in Step 1. 4. Configure the analysis mode. Select the **Length Capability** or **Total Length Calculation**, depending on the value to determine. Tab Length Capability Tab Total Length Calculation Use use the **Length Capability** analysis mode to calculate the maximum routing length supported by the selected stackup and routing parameters. ![Length Capability inputs and calculated maximum length result](data:image/png;base64,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) 1. Select **Length Capability**. 2. Select the applicable routing **Layer**. 3. Enter the trace **Width (mil)** and **Spacing (mil)** for the target impedance entered in Step 3. 4. Select **Calculate**. The result displays the calculated **Max Length** and **Unit Loss**. Use the **Total Length Calculation** analysis mode to calculate insertion loss for a planned PCB route and determine whether it meets the applicable loss budget. ![Total Length Calculation trace segments and total loss result](data:image/png;base64,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) 1. Select **Total Length Calculation**. 2. Select the applicable routing **Layer**. 3. Enter the planned **Length (in)**, **Width (mil)**, and **Spacing (mil)**. 4. If the route crosses another PCB layer, select **Add Trace Segment** and enter the values for that segment. Repeat as needed. 5. Select **Calculate**. The result displays the calculated **Total Loss**, the applicable loss budget, and a **PASS** or **FAIL** status. ## Reset the calculator Select **Reset** to clear the current configuration and begin another calculation. Last Published: Oct 19, 2026 [Previous Topic Calculator page](https://docs.qualcomm.com/bundle/publicresource/80-99775-1/topics/getting_started.md) [Next Topic Request assistance with the calculator](https://docs.qualcomm.com/bundle/publicresource/80-99775-1/topics/contact.md)