# Optical Power dBm to mW and Insertion Loss Calculator > Source: https://netray.co/tools/optical-power-dbm-mw-and-insertion-loss-calculator > Publisher: Netray (netray.co), AI and integration engineering for ERP and manufacturing systems. > Section: Free Tools ## Short answer Enter input and output optical power in mW to get dBm values, insertion loss in dB, percent transmission and the result of cascading identical stages. ## Category industry-templates ## Industry Photonics and Optics ## Audience - Optical engineer - Test engineer - Production technician ## Tool **Kind:** calculator **Inputs:** #### Input optical power **Key:** p_in **Type:** number **Default:** 10 **Min:** 0.001 **Step:** 0.1 **Unit:** mW **Help:** Power entering the component or stage #### Output optical power **Key:** p_out **Type:** number **Default:** 7.9 **Min:** 0.001 **Step:** 0.1 **Unit:** mW **Help:** Power measured after the component or stage #### Number of identical stages in series **Key:** stages **Type:** slider **Default:** 3 **Min:** 1 **Max:** 20 **Step:** 1 **Unit:** stages **Help:** For example connector pairs, windows or mirrors #### Allowed total loss **Key:** budget_db **Type:** number **Default:** 3 **Min:** 0 **Step:** 0.1 **Unit:** dB **Help:** Loss budget for the whole chain **Outputs:** #### Input power **Key:** in_dbm **Expr:** 10 * log10(p_in) **Format:** decimal **Description:** dBm is 10 times log10 of power in mW #### Output power **Key:** out_dbm **Expr:** 10 * log10(p_out) **Format:** decimal **Description:** Output power in dBm #### Insertion loss per stage **Key:** loss_db **Expr:** 10 * log10(p_in / p_out) **Format:** decimal **Primary:** true **Description:** Positive value means loss, negative means gain #### Transmission per stage **Key:** trans **Expr:** 100 * p_out / p_in **Format:** percent **Description:** Share of input power that gets through #### Total loss for the chain **Key:** total_loss **Expr:** loss_db * stages **Format:** decimal **Primary:** true **Description:** Losses in dB add for stages in series #### Output power after the chain **Key:** chain_mw **Expr:** p_in * pow(10, -total_loss / 10) **Format:** decimal **Description:** Power in mW after all stages #### Margin against loss budget **Key:** margin **Expr:** budget_db - total_loss **Format:** decimal **Description:** Positive means within budget **Chart:** #### Output power (mW) vs number of stages **Type:** line **X:** stages **From:** 1 **To:** 20 **Steps:** 20 **Series:** - chain_mw **Disclaimer:** Loss values assume linear power measurement with a calibrated meter at the same wavelength. Dust, bend loss, connector wear and polarisation can change readings. Use for planning and quick checks, not as a calibration record. ## Content **Intro:** This calculator converts optical power in milliwatts to dBm, finds the insertion loss between an input and an output measurement, and shows how that loss accumulates over several identical stages. It suits fiber links, laser beam paths, windows, filters and any chain where each element removes a fraction of the light. **Sections:** #### How to use it **Body:** Enter the power measured before and after a component, both in milliwatts, and set how many identical stages are in series. The calculator returns the dBm level of each reading, the loss per stage in dB, the percent transmitted, and the power after the whole chain. Enter your loss budget in dB to see the margin. The chart shows how output power falls as you add stages. **Bullets:** - Measure input and output at the same wavelength - Zero the power meter before each reading - Use stages for repeated parts such as connector pairs - Compare total loss to the budget in your spec #### The math **Body:** Optical power in dBm is 10 x log10(P in mW), so 1 mW is 0 dBm, 10 mW is 10 dBm and 0.1 mW is minus 10 dBm. Insertion loss in dB is 10 x log10(P in / P out). A loss of 3 dB means about half the power is lost, and 10 dB means 90 percent is lost. Because decibels are logarithmic, losses of identical stages simply add in dB, while the surviving power multiplies by the same fraction each time. #### Worked example **Body:** With 10 mW in and 7.9 mW out, the input is 10 dBm, the output is about 8.98 dBm, the insertion loss is about 1.02 dB, and transmission is 79 percent. Three such stages in series give about 3.07 dB total loss and 4.9 mW out, which just misses a 3 dB budget by a small margin. Seeing this in the margin line shows quickly whether a chain of seemingly small losses passes. #### Common mistakes **Body:** Mixing absolute dBm with relative dB is the usual slip: dBm is an absolute level, dB is a ratio, and you subtract dBm values to get dB. Another is adding percentage losses rather than multiplying transmissions. Measurements at the wrong wavelength, with a dirty connector or a poorly seated sensor, give misleading numbers. Record measurement conditions in the test record so results are traceable in your quality system. **Cta:** If you collect power and loss measurements at final test and want them tied to lot, serial and customer records in your ERP, we can help build that data flow. Contact us to discuss it. **Faq:** #### How do I convert dBm to mW? **Answer:** Use P in mW = 10 raised to the power of (dBm divided by 10). So 0 dBm is 1 mW, 10 dBm is 10 mW, and minus 20 dBm is 0.01 mW. The calculator converts from mW to dBm using the inverse formula, 10 x log10(P in mW). #### What is the difference between dB and dBm? **Answer:** dBm is an absolute power level referenced to 1 milliwatt. dB is a relative ratio between two powers, such as the loss across a component. You can subtract two dBm levels to get dB of loss, but you should not add two dBm levels together. #### What does 3 dB of loss mean? **Answer:** Three dB corresponds to a power ratio of about 2, so roughly half of the optical power is lost and half is transmitted. Similarly 1 dB is about 79 percent transmitted, and 10 dB is 10 percent transmitted. #### Why do the stage losses add in dB? **Answer:** Each stage multiplies the power by a transmission factor, and the logarithm of a product is the sum of the logarithms. That is why a chain of identical parts with 0.5 dB of loss each shows 2 dB total after four stages, though the surviving power fraction is a product. ## Search terms dbm to mw converter, optical power dbm calculator, insertion loss calculator db, mw to dbm optical, percent transmission to db, cascaded optical loss calculator, optical attenuation calculator, power meter dbm conversion --- Talk to an engineer: https://netray.co/contact?intent=erp_ai | Machine catalog: https://netray.co/agent/catalog.json