Growing degree-day

In the absence of extreme conditions such as unseasonal drought or disease, plants grow in a cumulative stepwise manner which is strongly influenced by the ambient temperature. Growing degree days take aspects of local weather into account and allow gardeners to predict (or, in greenhouses, even to control) the plants' pace toward maturity.

Unless stressed by other environmental factors like moisture, the development rate from emergence to maturity for many plants depends upon the daily air temperature. Because many developmental events of plants and insects depend on the accumulation of specific quantities of heat, it is possible to predict when these events should occur during a growing season regardless of differences in temperatures from year to year. Growing degrees (GDs) is defined as the number of temperature degrees above a certain threshold base temperature, which varies among crop species. The base temperature is that temperature below which plant growth is zero. GDs are calculated each day as maximum temperature plus the minimum temperature divided by 2, minus the base temperature. GDUs are accumulated by adding each day's GDs contribution as the season progresses.

GDUs can be used to: assess the suitability of a region for production of a particular crop; estimate the growth-stages of crops, weeds or even life stages of insects; predict maturity and cutting dates of forage crops; predict best timing of fertilizer or pesticide application; estimate the heat stress on crops; plan spacing of planting dates to produce separate harvest dates. Crop specific indices that employ separate equations for the influence of the daily minimum (nighttime) and the maximum (daytime) temperatures on growth are called crop heat units (CHUs).

GDD are calculated by taking the integral of warmth above a base temperature,[1] T_base (plant type dependant, see baseline section):

${\displaystyle GDD=\int (T(t)-T_{\mathrm {base} })dt}$      (where integration is over the time period with ${\displaystyle T(t)>T_{\mathrm {base} }}$).

A simpler, approximately equivalent formulation uses the average of the daily maximum and minimum temperatures compared to a T_base. As an equation:

${\displaystyle GDD={\frac {T_{\mathrm {max} }+T_{\mathrm {min} }}{2}}-T_{\mathrm {base} }.}$

If the minimum temperature T_min is below the T_base one, there exist two variants:

• variant A: Do not change ${\displaystyle T_{\mathrm {min} }}$. Only if ${\displaystyle (T_{\mathrm {max} }+T_{\mathrm {min} })/2<T_{\mathrm {base} }}$, set ${\displaystyle (T_{\mathrm {max} }+T_{\mathrm {min} })/2=T_{\mathrm {base} }}$. The resulting GDD is 0. This can be written more compactly as: ${\displaystyle GDD=\max {\left({\frac {T_{\mathrm {max} }+T_{\mathrm {min} }}{2}}-T_{\mathrm {base} },0\right)}}$

• variant B: Change ${\displaystyle T_{\mathrm {min} }<T_{\mathrm {base} }}$ to ${\displaystyle T_{\mathrm {min} }=T_{\mathrm {base} }}$

GDDs are typically measured from the winter low. Any temperature below T_base is set to T_base before calculating the average. Likewise, the maximum temperature is usually capped at 30 °C because most plants and insects do not grow any faster above that temperature. However, some warm temperate and tropical plants do have significant requirements for days above 30 °C to mature fruit or seeds.

Insect development and growing degree days are also used by some farmers and horticulturalists to time their use of organic or biological pest control or other pest control methods so they are applying the procedure or treatment at the point that the pest is most vulnerable. For example:

• Black cutworm larvae have grown large enough to start causing economic damage at 165 GDD
• Azalea lace bug emerges at about 130 GDD
• Boxwood leafminer emerges at about 250 GDD

Several beekeepers are now researching the correlation between growing degree-days and the life cycle of a honeybee colony.[2]

The optimal base temperature is often determined experimentally based on the life cycle of the plant or insect in question. Common baselines for crops are either 5 °C for cool-season plants and 10 °C for warm-season plants and most insect development.

GDDs may be calculated in either Celsius or Fahrenheit, though they must be converted appropriately; for every 9 GDD^F there are 5 GDD^C, or in conversion calculation:

GDD^C = 5/9 * GDD^F

The equivalent unit compliant with the International System of Units is the kelvin-second. A quantity of kelvin-seconds is four orders of magnitude higher than the corresponding degree day (1 Celsius degree-day is 8.64×10⁴ K·s; 1 Fahrenheit degree-day is 4.8×10⁴ K·s).

• Degree day
• Growing season
• Heating degree day
• Weather derivatives
• Winkler scale
• Phenology

 This article incorporates public domain material from the Congressional Research Service document: Jasper Womach. "Report for Congress: Agriculture: A Glossary of Terms, Programs, and Laws, 2005 Edition" (PDF).

• Good explanation of Growing Degree Day calculations with examples
• Current year-to-date GDDs for selected US cities
• a table of GDDs necessary for grapes
• GDDs to various stages of maturity for selected crops
• University of Massachusetts Amherst Extension, Integrated Pest management Tools, web site accessed Jan 2005
• Online GDD calculator
• Turf Growing Degree Days Calculator for sports stadia and golf courses