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Calcrivo

Coverage Heatmap Estimator

Estimate indoor cell radius, cell area and AP count from EIRP, target RSSI, wall losses and a path-loss exponent.

Inputs

dBm
MHz
dBm
walls
dB
dB

Cell Radius at Target RSSI

12.6m

Effective Area per AP

327

Access Points to Cover the Floor

6

Usable Link Budget

77.0dB

Cell Size Assessment

Typical enterprise cell size

Step by step

  1. Values used

    AP EIRP = 20 dBm; Frequency = 5,500 MHz; Target RSSI at the cell edge = -67 dBm; Walls between AP and cell edge = 1 walls; Loss per wall = 5 dB; Shadow-fade margin = 5 dB; Path-loss exponent = 2.70; Floor area to cover = 1,800 m²

  2. Coverage Heatmap

    PL(d) = 20·log10(f_MHz) − 27.56 + 10·N·log10(d_m), inverted for d at a link budget of EIRP − target RSSI − wall losses − fade margin.

  3. Cell Radius at Target RSSI

    = 12.6 m

  4. Effective Area per AP

    = 327 m²

  5. Access Points to Cover the Floor

    = 6

  6. Usable Link Budget

    = 77.0 dB

  7. Cell Size Assessment

    = Typical enterprise cell size

How it works

The one-slope indoor model anchors path loss at a one-metre reference and then grows it by 10·N decibels per decade of distance. Solving it for distance at the point where received power equals the target RSSI gives the cell radius; multiplying the circle area by 0.65 accounts for overlap and non-circular real-world cells. Predictive designs live or die on the path-loss exponent and wall losses — assume free space indoors and you will deploy half the APs you need, then re-survey after go-live.

Formula

Coverage Heatmap

PL(d) = 20·log10(f_MHz) − 27.56 + 10·N·log10(d_m), inverted for d at a link budget of EIRP − target RSSI − wall losses − fade margin.

N
Path-loss exponent: 2 in free space, 2.7–3.5 in offices, 4+ through dense structure
27.56
Constant that reduces free-space loss to a one-metre reference

Frequently Asked Questions

How is Coverage Heatmap calculated?

PL(d) = 20·log10(f_MHz) − 27.56 + 10·N·log10(d_m), inverted for d at a link budget of EIRP − target RSSI − wall losses − fade margin. The one-slope indoor model anchors path loss at a one-metre reference and then grows it by 10·N decibels per decade of distance. Solving it for distance at the point where received power equals the target RSSI gives the cell radius; multiplying the circle area by 0.65 accounts for overlap and non-circular real-world cells.

Why does Coverage Heatmap matter?

Predictive designs live or die on the path-loss exponent and wall losses — assume free space indoors and you will deploy half the APs you need, then re-survey after go-live.

What values do I need to enter?

This calculator takes 8 inputs: AP EIRP, Frequency, Target RSSI at the cell edge, Walls between AP and cell edge, Loss per wall, Shadow-fade margin, Path-loss exponent, Floor area to cover. The pre-filled defaults are a realistic starting point — replace them with figures from your own environment for a result you can act on.

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