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How Far Will My UHF RFID Tag Read? Link Budget Explained for India

Published 22 Oct 202611 min read

How Far Will My UHF RFID Tag Read? Link Budget Explained for India

Short answer: A passive UHF tag reads as far as two things allow: the reader's field must reach the chip with enough power to wake it, and the chip's faint reply must get back to the reader. In India the first is capped by law at 2 W e.r.p. (35.15 dBm EIRP) in the 865–868 MHz band. With a −23 dBm chip on a dipole tag and a circular reader antenna at that limit, free-space theory gives about 20 m; plan a real installation at 40–50 % of that, roughly 8–10 m. Our read-range calculator runs the same sums with your own reader, antenna, cable and chip.

A passive UHF RFID tag has no battery. The reader antenna radiates power, the tag antenna collects a little of it, and once the chip receives more than its read sensitivity it wakes up and answers by changing how much of the signal it reflects (backscatter). So every read is two journeys:

  • Forward link (reader to tag): does enough power reach the chip to wake it? This depends on the radiated power, the tag antenna and the chip's sensitivity.
  • Return link (tag to reader): is the reflected reply still above the reader's receive sensitivity when it arrives? The reply weakens with the fourth power of distance, because it travels out and back.

The shorter of the two is the read range. The link-budget guide we used for the calculator says the forward link is almost always the bottleneck. The numbers show why: readers are typically rated to hear replies of −70 to −85 dBm, while the two chips in this article need −23 and −25.5 dBm just to wake up.

Step 1: radiated power and India's 2 W e.r.p. limit

Everything starts with what leaves the reader antenna. In decibels it is a sum: reader output power (dBm) minus cable and connector loss (dB) plus antenna gain (dBi). The result is the EIRP, the power an ideal isotropic antenna would have to radiate to produce the same field in the beam.

India's rules use a different reference. G.S.R. 853(E) of 10 December 2021 allows RFID interrogators in 865–868 MHz up to 2 W e.r.p. and defines e.r.p. relative to a half-wave dipole. A half-wave dipole has 2.15 dBi of gain, so e.r.p. is always 2.15 dB below EIRP: 2 W e.r.p. is 33.0 dBm e.r.p., or 35.15 dBm EIRP.

The same notification allows 2 W only within four channels of up to 200 kHz, centred at 865.7, 866.3, 866.9 and 867.5 MHz. Continuous transmission on a channel may not exceed 4 seconds, and an interrogator must leave at least 100 ms before transmitting on the same channel again. Rule 5 of the notification also requires the equipment to be type approved, so the reader model itself needs WPC Equipment Type Approval, which our WPC ETA and BIS checklist explains.

The power limit applies to the whole chain, not to the reader box. A reader rated "0–33 dBm" is legal or not depending on the antenna and cable behind it. Our IHZ4 4-port reader, for example, states 0–33 dBm, adjustable in 1 dB steps. With 3 m of LMR-195-class cable (about 1.09 dB of loss), the highest legal reader setting is:

Antenna gainHighest legal reader settingNearest 1 dB step
6 dBi30.24 dBm30 dBm
9 dBi27.24 dBm27 dBm
12 dBi24.24 dBm24 dBm

Put the other way round, a reader running at its full 33 dBm through that cable may feed an antenna of no more than about 3.2 dBi. Above that, the reader has to be turned down.

Radio power spreads out as it travels. The loss between two antennas in free space, the free-space path loss, is 20·log10(4πr/λ) dB, where r is the distance and λ the wavelength. At 866.5 MHz, the middle of India's band, λ is 0.346 m, so:

DistanceFree-space path loss at 866.5 MHz
1 m31.2 dB
2 m37.2 dB
5 m45.2 dB
10 m51.2 dB
20 m57.2 dB

Two rules of thumb follow. Path loss grows by about 6 dB each time the distance doubles, so every 6 dB lost from the budget halves the free-space range. And every 3 dB gained multiplies it by about 1.41; the guide puts it as roughly 41 % more theoretical range for each 3 dB of chip sensitivity.

The power available for the path is a plain sum: EIRP + tag antenna gain − polarisation loss − design margin − chip read sensitivity. Solve it for distance and you have the forward range. This is the Friis transmission equation written in decibels; the guide gives it as r = (λ/4π)·√(Ptx·Gtx·Gtag·τ/Pth), where Pth is the chip's wake-up threshold and τ describes how well the tag antenna is matched to the chip.

The chip

Read sensitivity is the weakest signal that wakes the chip, so a more negative figure is better. Two published examples: the UCODE 8 data sheet gives −23 dBm, and the M830 / M850 spec table gives −25.5 dBm. The 2.5 dB between them is worth about a third more free-space range. Our UHF labels and inlays and UHF tags name their chip on each product page, and the calculator lists more chips with their sources.

The tag antenna and polarisation

Chip sensitivities are quoted for a reference antenna; the UCODE 8 sheet states its tag sensitivity on a 2.15 dBi antenna, the gain of a half-wave dipole. A small tag, an on-metal tag or a band worn on the body has less effective gain, which is why a tag's own datasheet range is the real check. Polarisation adds a further loss: a circular reader antenna reads a linear tag dipole at any rotation but delivers about 3 dB less to it than a perfectly aligned linear antenna would, which matches the guide's 0–3 dB for polarisation mismatch.

The tag answers by switching its antenna between two states, which changes how much power it reflects. What reaches the reader depends on the radiated power, the reader antenna gain (it transmits and receives through the same antenna), the tag antenna gain twice, the wavelength, and a factor called Δσ, the tag's differential radar cross-section, which the guide puts at 0.005–0.02 m² for commercial inlays. Because the signal covers the distance twice, it falls with the fourth power of distance: double the range and the reply arrives 12 dB weaker.

Two of those inputs are rarely on a datasheet: the reader's receive sensitivity and the tag's Δσ. So treat the return-link figure as a cross-check. Where it comes out shorter than the forward link, enter your reader's stated receive sensitivity before you trust it.

Worked example: a 9 dBi antenna at a dock door

  1. Radiated power. A reader at 30 dBm feeds a 9 dBi circular antenna through 3 m of LMR-195-class cable (1.09 dB). EIRP is 30 − 1.09 + 9 = 37.91 dBm, which is 35.76 dBm e.r.p. That is 2.76 dB over India's 33 dBm e.r.p. limit, so the reader must come down to 27.24 dBm or less: 27 dBm on a reader with 1 dB steps.
  2. Forward budget at the limit. 35.15 dBm EIRP + 2.15 dBi (a dipole tag) − 3 dB (circular antenna, linear tag) − (−23 dBm) (a UCODE 8 chip) = 57.3 dB available for path loss.
  3. Free-space range. The path loss at 1 m is 31.2 dB, which leaves 26.1 dB. 1026.1/20 is about 20.2, so the theoretical free-space range is about 20 m.
  4. Design margin. Take 6 dB off for orientation, reflections and materials and the range halves to about 10.1 m.
  5. Return-link check. With a reader that hears −85 dBm and a tag Δσ of 0.01 m², the reply meets the reader's sensitivity at about 8.9 m with the same margin. On these assumptions the reply, not the wake-up, sets the limit, which is exactly the case where your reader's stated sensitivity is worth looking up.
  6. Planning figure. The guide's planning baseline of 40–50 % of the theoretical figure gives 8.1–10.1 m, in line with the margin and return-link results. For a committed service level the guide suggests 30 %, about 6 m.

Swap the chip for an M830 / M850 at −25.5 dBm and the free-space figure grows to about 26.9 m. Swap the reader for one that tops out at 26 dBm, such as our IDTS-RM26 reader module (0–26 dBm), and the same antenna and cable radiate 33.91 dBm EIRP, 1.24 dB under the limit: the UCODE 8 figure drops to about 17.5 m. Below the cap, the reader's own maximum is what limits you.

What a higher-gain antenna buys under a power cap

Antenna gain does not create power; it concentrates it into a beam. Once a set-up is at 2 W e.r.p., moving from a 9 dBi to a 12 dBi antenna means turning the reader down by the same 3 dB, so the forward range along the beam stays where it was. What changes is the shape: the 12 dBi beam is narrower and suits a lane or a long aisle, while a 6 dBi antenna covers a wide, short zone such as a counter. Our antenna guide covers beamwidths and read-zone design.

Gain does help the return link, because the reader also receives through its antenna. In the worked example, the 12 dBi antenna lifts the return-link estimate from about 8.9 m to about 10.6 m, so the forward link (10.1 m with the margin) becomes the limit again. And below the cap, every extra dBi adds forward range directly.

Cable loss is paid twice

Every metre of coax between reader and antenna costs power on the way out and again on the tag's reply. Attenuation at 900 MHz from a coax selection guide, converted from dB per 100 ft:

Cable classdB per 100 ftdB per m3 m run10 m run
LMR-4003.90.1280.38 dB1.28 dB
LMR-2407.60.2490.75 dB2.49 dB
LMR-19511.10.3641.09 dB3.64 dB
RG-5816.50.5411.62 dB5.41 dB

RG-58 varies with its construction, so check the figure for the cable you actually buy; connectors and adapters add a little more. On the forward link, a reader with headroom can win the loss back by raising its power, because the legal cap applies at the antenna. The return link cannot. In the worked example, 10 m of RG-58-class cable instead of 10 m of LMR-400 costs about 4.1 dB on the reply and shrinks the return-link estimate from about 8.8 m to about 6.9 m. Keep runs short, mount the reader near the antenna, and use low-loss cable for long runs.

From theory to site: why real range is shorter

Datasheet ranges assume free space, a single tag, perfect broadside orientation and zero cable loss, and the guide adds that the tag tested may be the best sample of its production batch. On a real site it lists these typical extra losses:

EffectTypical extra loss
Polarisation mismatch0–3 dB
Tag orientation (tumble)3–6 dB
Multipath and reflections2–6 dB
Material absorption1–4 dB
Cable and connectors1–3 dB
Several tags in the field1–3 dB
Regulatory headroom0–1 dB
Cumulative8–20 dB

A 12 dB derating cuts range by about three quarters, which is why the planning baseline is 40–50 % of the theoretical figure. After the sums, test on site with the real items: metal and liquids behind a tag change more than any table can. Our guides to on-metal tags and tags that do not read cover the usual fixes.

Using the calculator

  1. Reader. Pick a reader whose spec states a transmit power, or type the output power. Readers whose spec gives no dBm figure are left out rather than guessed.
  2. Antenna and cable. Pick an antenna with a stated gain, then the cable type and length; the loss fills in. Antennas specified only for the 902–928 MHz export band sit in their own group and switch the calculator to 915 MHz with the India check turned off.
  3. Tag. Pick a chip with a published read sensitivity, or type one from the chip's data sheet.
  4. Read the results. The page shows the EIRP and e.r.p., whether the set-up is within 2 W e.r.p. and the highest legal reader setting, then the theoretical range, the range with your margin, the return-link limit and the planning band. Copy the link to share the exact settings.

Open the UHF RFID read-range calculator: it opens on the defaults used in this article, flags the 2.76 dB excess, and its "Set the reader to the legal maximum" button reproduces the worked example.

Parts used in the example

Sources

Frequently asked questions

How far can a passive UHF RFID tag be read in India?
It depends on the link budget, not on the reader alone. At India's limit of 2 W e.r.p. (35.15 dBm EIRP), a tag with a −23 dBm chip on a dipole antenna, read through a circular antenna, has a free-space range of about 20 m; plan a real installation at 40–50 % of that, about 8–10 m. Small, on-metal and body-worn tags read less. Try your own set-up in the read-range calculator.
Is 33 dBm legal for a UHF RFID reader in India?
The limit is on what the antenna radiates, not on the reader: 2 W e.r.p., which is 35.15 dBm EIRP. Reader power minus cable loss plus antenna gain must stay within it. Through 3 m of LMR-195-class cable, a reader at 33 dBm may feed an antenna of no more than about 3.2 dBi; with a 9 dBi antenna it has to be set to 27.24 dBm or less.
What is the difference between EIRP and e.r.p.?
EIRP is radiated power relative to an ideal isotropic antenna; e.r.p. is relative to a half-wave dipole, which has 2.15 dBi of gain. So e.r.p. is always 2.15 dB below EIRP, and India's 2 W e.r.p. (33.0 dBm) equals 35.15 dBm EIRP. G.S.R. 853(E) defines its limit in e.r.p.
Does a higher-gain antenna increase read range?
Not once the reader is at the legal limit: every extra dBi of gain has to be taken back in reader power, so the forward range stays the same and only the beam gets narrower. Higher gain still helps the return link, because the reader receives through the same antenna. Below the limit, more gain does add range. See the antenna guide for beam shapes.
How much range does cable loss cost?
Every 6 dB of loss halves free-space range. At 900 MHz, 10 m of LMR-400-class cable loses about 1.28 dB and 10 m of RG-58-class about 5.41 dB. At the legal limit a reader with headroom can make up the outbound loss, but the tag's reply crosses the cable again on the way back, so long, thin cables shorten the return link. Keep runs short.
Why does my tag read shorter than its datasheet range?
Datasheet ranges assume free space, one tag, perfect orientation and no cable loss. On a site, orientation, reflections, materials, cable and several tags in the field typically cost 8–20 dB in total, which is why installations are planned at 40–50 % of the theoretical figure. Metal or liquid behind the tag costs more; see tags not reading.

UHF RFIDRead RangeLink BudgetRFID AntennaIndia 865–868 MHz

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