Parameter definitions for BIOCLIM and GROCLIM

Moisture index

The weekly moisture index values are calculated from the weekly precipitation and evaporation values in conjunction with the soil type and maximum soil water availability values you supply. BIOCLIM uses the moisture index values to compute parameters 28 to 35. GROCLIM uses the moisture index values to model plant growth.

The moisture index is a measure of the soil moisture, and ranges from 0 (dry) to 1.0 (saturated). The water balance model used to compute the moisture index mimics the effects of precipitation and evaporation: for each week in turn it adds water to the soil from precipitation (up to the limits imposed by the soil characteristics), and takes it away by means of evaporation. Starting from the dry state, the entire model is run once with 52 weeks of data, and the output discarded. This lets the soil moisture value stabilise so that when the same sequence of precipitation and evaporation is applied again, the model has a realistic soil moisture store to begin with. The soil moisture index values from this second run are the ones used by BIOCLIM and GROCLIM.

The moisture index values are always based on weekly estimates. These are interpolated from the monthly climate estimates. In BIOCLIM, the calculated values are aggregated back into monthly values if the time step is set to months.

The moisture index is given by
(1-esoilb*store/maxstore) / (1-esoilb)
where store is the current store of water in the soil, maxstore is the maximum soil water availability in mm and soilb is a parameter that depends on soil type. Both BIOCLIM and GROCLIM provide default values for soilb for a number of soil types. These soil types are

The program substitutes the appropriate soilb value when a soil type is used instead of a soilb value.

Soil moisture issues in BIOCLIM and GROCLIM

For BIOCLIM, you can only specify one pair of soil water and soilb values for the entire area of study. If you are using BIOCLIM as a predictive system (i.e. in conjunction with BIOMAP), this should not pose a problem. Since both the .bcp file and the species profile are affected in the same way by the approximation of soil characteristics, the effects are minimal. Providing you use the same soil moisture settings for all the BIOCLIM runs, they should compare sensibly with each other, even if the soil moisture parameters are not as exact as they could be.

In addition, compared to a plant growth process model using actual weekly or daily rainfall data, BIOCLIM is relatively insensitive to the soil moisture characteristics. A model that is driven with actual rainfall data (which is quite variable) is much more sensitive to soil moisture characteristics than is BIOCLIM, which deals with long-term monthly or weekly averages.

If you're really worried about the effect of the soil moisture characteristics, you can always run BIOCLIM on the same data but with different soil moisture values and see how the results compare.

For sites with very shallow and or rocky soils, you may find the results of the moisture index calculations counter-intuitive. These sites frequently have low plant available water and are constrained in their growth potential by moisture availability, but the monthly and even annual GROCLIM moisture index values are frequently rated as 1. The problem is not with the algorithms but is due to the need to aggregate rainfall into weekly chunks for the purposes of constraining the amount of data and calculations required.

This means that every week has (unrealistically) some input to the water balance calculations, which frequently stocks up soils with a low storage capacity, without allowing them to dry to a more realistic state of low water volume and potential that reflects moisture stress on plants. The early uses of GROCLIM were in an agricultural context in which relatively deep soils with a high moisture holding capacity were emphasised and in this situation the mismatch between the real distribution of rainfall and a simplified weekly stock up is less critical. That is, larger falls at less frequent intervals than weekly do not fill up the store more frequently than weekly inputs. Similarly in low rainfall environments this over-frequent filling of the soil water store is less likely to be a problem simply because rain is an infrequent event or the actual rainfall intensity is frequently low.

Bioclimatic parameters

The descriptions below assume you are running BIOCLIM using a weekly time step (the default). If you are using months, the monthly values rather than the weekly values will be used when calculating these parameters.

The quarterly parameters are not aligned to any calendar quarters. BIOCLIM's definition of a quarter is any 13 consecutive weeks, (or any consecutive 3 months if running with a monthly time step). For example, the driest quarter will be the 13 consecutive weeks that are drier than any other set of 13 consecutive weeks.

1. Annual Mean Temperature
The mean of all the weekly mean temperatures. Each weekly mean temperature is the mean of that week's maximum and minimum temperature.
2. Mean Diurnal Range(Mean(period max-min))
The mean of all the weekly diurnal temperature ranges. Each weekly diurnal range is the difference between that week's maximum and minimum temperature.
3. Isothermality 2/7
The mean diurnal range (parameter 2) divided by the Annual Temperature Range (parameter 7).
4. Temperature Seasonality (C of V)
The temperature Coefficient of Variation (C of V) is the standard deviation of the weekly mean temperatures expressed as a percentage of the mean of those temperatures (i.e. the annual mean). For this calculation, the mean in degrees Kelvin is used. This avoids the possibility of having to divide by zero, but does mean that the values are usually quite small.
5. Max Temperature of Warmest Period
The highest temperature of any weekly maximum temperature.
6. Min Temperature of Coldest Period
The lowest temperature of any weekly minimum temperature.
7. Temperature Annual Range (5-6)
The difference between the Max Temperature of Warmest Period and the Min Temperature of Coldest Period.
8. Mean Temperature of Wettest Quarter
The wettest quarter of the year is determined (to the nearest week), and the mean temperature of this period is calculated.
9. Mean Temperature of Driest Quarter
The driest quarter of the year is determined (to the nearest week), and the mean temperature of this period is calculated.
10. Mean Temperature of Warmest Quarter
The warmest quarter of the year is determined (to the nearest week), and the mean temperature of this period is calculated.
11. Mean Temperature of Coldest Quarter
The coldest quarter of the year is determined (to the nearest week), and the mean temperature of this period is calculated.
12. Annual Precipitation
The sum of all the monthly precipitation estimates.
13. Precipitation of Wettest Period
The precipitation of the wettest week or month, depending on the time step.
14. Precipitation of Driest Period
The precipitation of the driest week or month, depending on the time step.
15. Precipitation Seasonality(C of V)
The Coefficient of Variation (C of V) is the standard deviation of the weekly precipitation estimates expressed as a percentage of the mean of those estimates (i.e. the annual mean).
16. Precipitation of Wettest Quarter
The wettest quarter of the year is determined (to the nearest week), and the total precipitation over this period is calculated.
17. Precipitation of Driest Quarter
The driest quarter of the year is determined (to the nearest week), and the total precipitation over this period is calculated.
18. Precipitation of Warmest Quarter
The warmest quarter of the year is determined (to the nearest week), and the total precipitation over this period is calculated.
19. Precipitation of Coldest Quarter
The coldest quarter of the year is determined (to the nearest week), and the total precipitation over this period is calculated.
20. Annual Mean Radiation
The mean of all the weekly radiation estimates.
21. Highest Period Radiation
The largest radiation estimate for all weeks.
22. Lowest Period Radiation
The lowest radiation estimate for all weeks.
23. Radiation Seasonality (C of V)
The Coefficient of Variation (C of V) is the standard deviation of the weekly radiation estimates expressed as a percentage of the mean of those estimates (i.e. the annual mean).
24. Radiation of Wettest Quarter
The wettest quarter of the year is determined (to the nearest week), and the average radiation over this period is calculated.
25. Radiation of Driest Quarter
The driest quarter of the year is determined (to the nearest week), and the average radiation over this period is calculated.
26. Radiation of Warmest Quarter
The warmest quarter of the year is determined (to the nearest week), and the average radiation over this period is calculated.
27. Radiation of Coldest Quarter
The coldest quarter of the year is determined (to the nearest week), and the average radiation over this period is calculated.
28. Annual Mean Moisture Index
The mean of all the weekly moisture index values.
29. Highest Period Moisture Index
The maximum moisture index value for all weeks.
30. Lowest Period Moisture Index
The minimum moisture index value for all weeks.
31. Moisture Index Seasonality (C of V)
The Coefficient of Variation (C of V) is the standard deviation of the weekly moisture index values expressed as a percentage of the mean of those values (i.e. the annual mean).
32. Mean Moisture Index of Highest Quarter MI
The quarter of the year having the highest moisture index value is determined (to the nearest week), and the average moisture index value is calculated.
33. Mean Moisture Index of Lowest Quarter MI
The quarter of the year having the lowest moisture index value is determined (to the nearest week), and the average moisture index value is calculated.
34. Mean Moisture Index of Warmest Quarter
The warmest quarter of the year is determined (to the nearest week), and the average moisture index value is calculated.
35. Mean Moisture Index of Coldest Quarter
The coldest quarter of the year is determined (to the nearest week), and the average moisture index value is calculated.