Plan voice circuits with advanced Erlang B analysis. Review blocking targets, utilization, and service load. Download clear outputs for telecom design and audit reports.
Use offered traffic directly, or derive it from busy-hour attempts and average call duration. The form shifts to three columns on large screens.
These sample cases help validate blocking behavior as traffic intensity and channel count change.
| Scenario | Offered traffic | Channels | Blocking probability | Carried traffic | Utilization |
|---|---|---|---|---|---|
| Scenario 1 | 8.00 Erlangs | 12 | 5.1406% | 7.5887 Erlangs | 63.24% |
| Scenario 2 | 10.00 Erlangs | 15 | 3.6497% | 9.6350 Erlangs | 64.23% |
| Scenario 3 | 12.50 Erlangs | 18 | 3.4079% | 12.0740 Erlangs | 67.08% |
| Scenario 4 | 15.00 Erlangs | 20 | 4.5593% | 14.3161 Erlangs | 71.58% |
| Scenario 5 | 20.00 Erlangs | 26 | 3.7195% | 19.2561 Erlangs | 74.06% |
This model assumes blocked calls clear immediately and do not retry within the same busy hour. That makes it ideal for classic trunk sizing studies.
Erlang B estimates the probability that a call is blocked because every channel is already busy. It is widely used for trunk group and circuit capacity studies.
Use direct Erlang input when your traffic model already provides busy-hour intensity. That is common in telecom forecasts, switch reports, and historical capacity studies.
Reserve channels let you keep part of the capacity unavailable for maintenance, resilience, or operational policy. The calculator sizes blocking using only the usable channels.
Grade of service is the accepted blocking level for a system. For example, one percent blocking means about one blocked attempt out of every hundred offered attempts.
No. Erlang B assumes blocked calls clear immediately instead of waiting. If callers queue or retry after delay, a different traffic model may fit better.
Blocking rises nonlinearly as traffic approaches available capacity. A small demand increase can require several extra channels to maintain the same service target.
It shows the highest offered traffic your current usable channels can support while still meeting the chosen blocking objective. It is a practical headroom indicator.
Not directly. Erlang B is for blocked-loss systems without waiting. Queue-based staffing and service-level problems usually require Erlang C or more detailed models.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.