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70V / 100V Line

Sum the taps (W) of the speakers on a constant-voltage line (70.7 V or 100 V), compute the total load, the equivalent impedance the amplifier sees, amplifier usage and headroom per the 80% rule. 100% in your browser.

Line voltage

Constant-voltage (high-impedance) systems. The line voltage sets the equivalent impedance.

RMS power of the amp/booster at that line voltage.

The 80 % rule: leave headroom for peaks and line loss. The load should not exceed amp × margin.

tap (W) × quantity
redzilla.cl — 70v
 

Amplifier usage

0 / 0 W 0%
Total load
0 W
sum of taps
Equiv. impedance
— Ω
seen by the amp
Amp usage
0%
load / power
Headroom
0 W
to the safe limit
Safe limit
0 W
amp × margin
Speakers
0
units on the line
Load
Z
Usage
Per-row breakdown
Speaker Tap Qty Load % of total
How it is calculated · 70V / 100V lines

1. On a constant-voltage line each speaker has a transformer with taps in watts. The system load is the sum of the taps used: load = Σ(tap × quantity).

2. The equivalent impedance the amplifier sees depends only on the line voltage and the load: Z = V² / load. At 70.7 V, V² = 5000; at 100 V, V² = 10000.

3. Amplifier usage: usage % = load / power × 100.

4. The 80 % rule: the safe limit is power × margin. The headroom = limit − load leaves room for peaks, cable loss and future speakers.

5. Verdict: OK if the load ≤ safe limit · tight if it exceeds the limit but fits the amp · overload if the load exceeds the amplifier power.

Runs locally in your browser · no sign-up · nothing leaves your browser.

How it works

The calculator sizes a constant-voltage speaker line (70.7 V, the North American standard, or 100 V, the European one), the usual scheme for paging and distributed audio. Each speaker has a transformer with taps in watts; you add rows with the tap and quantity of each model and the tool sums the total load: load = Σ(tap × quantity).

From that load it computes the equivalent impedance the amplifier sees (Z = V² ÷ load: at 70.7 V, V² = 5,000; at 100 V, V² = 10,000), the amplifier utilization percentage and the headroom according to the 80 % rule: the load should not exceed the amplifier power times the margin, leaving room for peaks, line loss and future expansion. The verdict is OK if the load fits within the safe limit, tight if it exceeds it but still fits the amplifier, and overload if it exceeds the total power.

Example: office paging with a 240 W amplifier at 70.7 V

  1. Rows: 12 ceiling speakers at 8 W + 6 at 4 W + 2 horns at 15 W → load = 96 + 24 + 30 = 150 W.
  2. Equivalent impedance: 5,000 ÷ 150 ≈ 33.3 Ω as seen by the amplifier.
  3. Amplifier utilization: 150 ÷ 240 = 62.5 %; the safe limit at 80 % is 240 × 0.8 = 192 W.
  4. Verdict: OK, with 192 − 150 = 42 W of headroom for future speakers.

Frequently asked questions

How many speakers can I connect to a 70V amplifier?
You count watts, not units: the sum of the taps of all speakers should not exceed 80 % of the amplifier power. A 120 W amplifier accepts up to 96 W of taps, for example 12 speakers tapped at 8 W, or 24 tapped at 4 W. The physical number of speakers does not matter as long as the sum respects that limit.
What is the difference between a 70V line and 8-ohm speakers?
In low impedance (4/8 Ω) speakers connect almost directly and only a few fit per channel, because parallel impedances drop fast. In constant voltage each speaker has a transformer and they all connect in parallel on the same line: you can daisy-chain dozens of speakers over thin cable and long runs, setting each one volume with its tap. That is why 70V/100V dominates paging, retail and building audio.
What happens if the sum of taps exceeds the amplifier power?
The amplifier overloads: it clips the signal, overheats and may trip its protections or fail. The tool flags it as overload when the load exceeds the rated power, and as tight when it sits between the safe limit (power × margin) and the total power, a zone with no headroom for program peaks.
Why should the amplifier only be loaded to 80 %?
Because the tap-based math does not include transformer insertion losses, voltage drop over long cable runs or audio program peaks. That 20 % reserve keeps the amplifier from working at its limit and leaves room to add speakers later without rewiring the line.
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Disclaimer We take great care to keep every tool accurate and review it thoroughly; even so, we can't guarantee it is free of errors or take responsibility for how the results are used. We recommend double-checking anything critical.
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