Compressor — R454C compressor with a 10-coefficient AHRI 540 map.
A Copeland listing, from the manufacturer's published data.
| Model | Copeland 4YANF36KE-TSK (R454C Discus recip, 60 Hz, LD) |
| Refrigerant | R454C |
| Performance data | AHRI 540 / EN 12900 10-coefficient map |
| Reference superheat / subcool | 47.2 / 0.0 K |
AHRI 540 / EN 12900 ten-coefficient polynomials in evaporating and condensing temperature, rated at 47.2 K superheat and 0.0 K subcooling; the solver corrects them to the operating superheat and subcooling. Envelope: the manufacturer's 5-sided polygon. The mass-flow coefficient set is published too, and the solver checks it against the capacity set.
| te / tc °C | Capacity kW | Power kW | COP |
|---|---|---|---|
| -40 / 10 | 10.32 | 4.42 | 2.33 |
| -40 / 30 | 7.56 | 5.00 | 1.51 |
| -30 / 10 | 18.20 | 5.67 | 3.21 |
| -30 / 30 | 14.06 | 6.95 | 2.02 |
| -30 / 60 | 7.78 | 7.67 | 1.01 |
| -20 / 10 | 29.39 | 6.45 | 4.56 |
| -20 / 30 | 23.61 | 8.76 | 2.69 |
| -20 / 60 | 14.01 | 10.58 | 1.32 |
Points on a 10 K grid inside the published envelope; the builder solves any point in it, and warns past it.
Open the builder and pick this listing from the catalog picker — the solver runs it with the catalog's own figures, at your design point or across a year of weather.
| compressors | Copeland 4YANF36KE-TSK (R454A Discus recip, 50 Hz, LD) | R454A |
| compressors | Copeland 4YANF36KE-TSK (R454A Discus recip, 60 Hz, LD) | R454A |
| compressors | Copeland 4YANF36KE-TSK (R454C Discus recip, 50 Hz, LD) | R454C |
| compressors | Copeland 4YANF36KE-TSK (R455A Discus recip, 50 Hz, LD) | R455A |
| compressors | Copeland 4YANF36KE-TSK (R455A Discus recip, 60 Hz, LD) | R455A |
| Compressor maps converted from the vendor's own rating database | 4 776 maps | every basis median within 3.2 % of the nomenclature; the vendor's polynomial substituted exactly, never refitted |
From the validation page; every row is held by a test.
Listed from published data; a listing's figures are the manufacturer's, the model that runs them is ours. Solver results never depend on who has claimed what.