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<h1>
Calculate SEER Degradation by Age
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<span class="border-r border-gray pr-2 mr-2">September 19, 2023</span>395 words, posted in <a href="/articles/tag/hvac/">HVAC</a>, <a href="/articles/tag/formulas/">formulas</a> and <a href="/articles/tag/tech-tip/">tech-tip</a>
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<p>This is a quick tech-tip to learn how to calculate the degradation of SEER based
on age.</p>
<p>The degradation of SEER is due to fouling of the evaporator coil with dirt and
refrigerant charge losses. It should be noted that this is not true for all
applications, but is used as an estimation based on research done by the <code>DOE</code>
of the average degradation based on systems tested.</p>
<h2>Formula</h2>
<p>This is the formula used to calculate the SEER based on age of the evaporator
coil / air handler.</p>
<p>$$ SEER_d = SEER_n \times (1 - M)^{age} $$</p>
<p>| Where | |
| | —————————————— | — |
| $SEER_d$ | Degradated SEER rating |
| $SEER_n$ | Nominal SEER rating when equipment was new |  |
| M | Maintenance factor, 0.01-0.03 |
| age | The age of the equipment, in years |</p>
<p>The maintenance factor of 0.01 is for expertly maintained equipment and 0.03 is
for unmaintained. The maintenance factor in essence is based on 1%-3%
degradation per year, however there are some
<a href="https://publications.energyresearch.ucf.edu/wp-content/uploads/2018/09/FSEC-PF-474-18.pdf">studies</a>
that show that this can actually be as high as 5% or above depending on climate.
We could use up to 0.05 as the maintenance factor, just to see what the “range”
of degradation would be.</p>
<p>Interestingly, the study linked also shows that the degradation is higher the
higher the tonnage of the equipment. It also shows that the degradation is lower
per year the higher the nominal SEER rating of the system (which is corelated to
using TXVs and lower airflow rates because of the equipment having multiple
stages).</p>
<h2>Example</h2>
<p>Lets consider that we have a 13 SEER piece of equipment that was matched when
installed and the system is 15 years old.</p>
<p>Plugging those numbers into our formula.</p>
<hr />
<h4>Lowest Range (1% degradation / year)</h4>
<p>$$ SEER_d = 13 \times (1 - 0.01)^{15} = 11.2 $$</p>
<hr />
<h4>Highest Rage (5% degradation / year)</h4>
<p>$$ SEER_d = 13 \times (1 - 0.05)^{15} = 6 $$</p>
<hr />
<p>An expertly maintained system may not have degraded that much, with an 11.2 SEER
vs. a poorly maintained / dirty system that also suffers from refrigerant charge
losses can be as low as 6 SEER.</p>
<p>Thanks for learning how to estimate SEER degradation based on equipment age!</p>
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