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Communication Systems

Link Budget Calculator

Received power and link margin from transmit power, antenna gains, feed losses, path loss, and receiver sensitivity.

About this calculator

A link budget is the complete dB ledger of a radio link: every gain the signal picks up and every loss it suffers between the transmitter's power amplifier and the receiver's detector, totalled against the level the receiver needs. Because everything is in dB and dBm, the whole budget is one line of addition: P_rx = P_tx + G_tx − L_tx + G_rx − L_rx − L_path − L_misc.

Two derived quantities matter most. EIRP — effective isotropic radiated power — is the level at the start of the path (transmit power plus antenna gain minus feed loss), the number regulators limit and datasheets quote. Link margin is the final verdict: received power minus receiver sensitivity. Positive margin means the link closes; the size of the margin is the reserve against everything the budget didn't model — fading, aging, rain, misalignment. Terrestrial links typically carry 10–20 dB of fade margin; satellite links are engineered to run much thinner.

Enter the path loss from whatever propagation model fits the link — the free-space path loss calculator provides the best-case value — and enter all losses as positive numbers; the calculator applies the signs. The waterfall chart shows the running level after each term, which makes it easy to see which single term dominates the budget and where a dB of improvement buys the most.

Assumptions

  • All quantities are steady-state averages in dB/dBm; the budget is a single addition with losses entered as positive numbers.
  • Path loss comes from an external propagation model chosen by the user; no propagation is computed here.
  • Sensitivity already embodies the receiver's noise figure and required SNR for its error-rate target.

When to use this calculator

Appropriate for

  • Building a first-pass received-power and margin estimate from transmit power, gains, and losses
  • Comparing how a change in antenna gain, path loss, or transmit power moves the link margin
  • Teaching the structure of a decibel link budget

Not suitable for

  • Final link approval without site-specific propagation, interference, and fade-margin analysis
  • Systems where the noise floor, required Eb/N0, or implementation loss are not yet firmly known
  • Regulatory EIRP or interference compliance, which needs the governing rules and a formal study

What this calculator does not cover

  • A static budget: fading statistics, availability percentages, and rain-outage calculations require a fade-margin analysis on top of this ledger.
  • No noise or interference accounting — sensitivity is taken as given; computing it from bandwidth and noise figure is the thermal noise calculator's job.
  • Single one-way path; repeaters, diversity combining, and multi-hop budgets must be evaluated per hop.
  • As with every calculator on this site: results are preliminary and educational, are not verified for any specific installation, and must be reviewed against the applicable code edition and stamped by a licensed Professional Engineer before real-world use.

Frequently asked questions

How much link margin is enough?

It depends on what the budget didn't model. Line-of-sight microwave links typically carry 10–20 dB against multipath fading; mobile links may need more for shadowing; satellite links run thinner because the path is predictable. Margin below about 6 dB leaves little reserve for rain, aging, or pointing error.

What exactly is EIRP?

Effective isotropic radiated power: the power an isotropic radiator would need to produce the same peak field as your transmitter and antenna combination. It is transmit power plus antenna gain minus feed loss, and it is the quantity most regulations limit.

Where do I get the path loss number?

From a propagation model appropriate to the link: free-space for clear line-of-sight (see the FSPL calculator), two-ray or empirical models like Okumura-Hata for terrestrial mobile paths, or measured data. The budget is only as good as this one input.

References

  • Sklar, B., Digital Communications: Fundamentals and Applications, 2nd ed., Ch. 5 (communications link analysis)
  • Rappaport, T. S., Wireless Communications: Principles and Practice, 2nd ed.

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