Moisture Regimes

Moisture regimes

A general characterization of moisture conditions is achieved through the concept of length of growing period (LGP), i.e. the period during the year when both moisture availability and temperature are conducive to crop growth. Thus, in a formal sense, LGP refers to the number of days within the period of temperatures above 5°C when moisture conditions are considered adequate.

Under rain-fed conditions, the begin of the LGP is linked to the start of the rainy season. For establishing crops, 0.4 - 0.5 times the level of reference evapotranspiration is considered sufficient to meet water requirements of dryland crops (FAO 1978-81a; 1979; 1992a).

The growing period for most crops continues beyond the rainy season and, to a greater or lesser extent, crops mature on moisture stored in the soil profile. However, the amount of soil moisture stored in the soil profile, and available to a crop, varies, e.g., with depth of the soil profile, the soil physical characteristics, and the rooting pattern of the crop. Depletion of soil moisture reserves causes the actual evapotranspiration to fall short of the potential rate. Soil moisture storage capacity of soils ( Smax ) depends on soil physical and chemical characteristics, but above all on effective soil depth or volume. For the soil units of the Legend of the Soil Map of the World (FAO, 1974), FAO has developed procedures for the estimation of Smax (FAO, 1995c).

CLASS	(mm)	Soils with Lithic Phase (mm)	Soils with Petrocalcic, Petrogypsic, Petroferric and Duripan Phases	Soils with Petric and Stony Phases
1	150 mm	50 mm	115/50 mm	75 mm
2	125 mm	40 mm	90/40 mm	65 mm
3	100 mm	35 mm	75/35 mm	50 mm
4	75 mm	25 mm	55/25 mm	40 mm
5	50 mm	15 mm	35/15 mm	25 mm
6	15 mm	n.a.	n.a.	n.a.

The Smax classes are estimated for individual FAO soil units and are presented in . For each mapping unit (and each grid-cell) the composition in terms of soil units and the occurrence of soil depth/volume limiting soil phases is known from the FAO's Digital Soil Map of the World (DSMW). The relevant Smax values for individual soil units in a grid-cell were used to set limits to available soil moisture, enabling calculation of possible extension of the growing period beyond the end of the rainy season by soil unit, soil texture class, and soil phase.

In addition to taking into account soil specific Smax values, a number of further modifications in the growing period analysis were introduced. The new elements in the water-balance calculations mainly relate to three types of enhancements:

(i)	Temperature/moisture interactions which are of special relevance in temperate and boreal thermal climates;
(ii)	Standardization of the water-balance calculations by prior conversion of monthly climate variables to pseudo-daily data (using quadratic spline functions), and
(iii)	Enabling ET₀ and water-balance calculations for each 0.5 degree grid-cell.

More specifically the main changes introduced in the AEZ calculation procedures are the following:

For the calculation of reference evapotranspiration, the modified Penman equation used in earlier assessments has been replaced by the Penman-Monteith equation (FAO, 1992b).

Monthly climate parameters are converted to daily data by means of spline interpolations, ensuring consistency of daily levels with monthly means or totals. This results for each-grid cell in pseudo-daily values [1] for all parameters relevant in the calculation of reference evapotranspiration and water-balance.

From these series a daily water-balance , W , and actual evapotranspiration , ETa , is calculated according to FAO (1979), as follows:

(1)

(2)

where,

(3)

number of day in year

available soil moisture holding capacity (mm/m)

rooting depth (m)

soil water depletion fraction below which ETa < ETo

actual evapotranspiration proportionality factor

Sa and d are defined by the respective values of the soil units in individual grid-cells. The beginning of a growing period is reached when three basic conditions are met:

(i) average daily temperature is above 5°C, (ii) actual evapotranspiration ( ETa) exceeds a specified fraction of the estimated reference evapotranspiration, i.e.,

[2]

(4)

and, (iii) sufficient moisture has been accumulated in the soil profile for establishing crops.

However, the start of a growing period may be delayed because of excessive wetness due to snowmelt, especially in flat terrain with poorly drained, medium to fine textured soils, e.g., as found in Western Siberia. This might result in saturated soil conditions with low bearing capacities presenting problems for timely seeding/planting. It also will severely affect the oxygen supply to the roots of the hibernating crops.

Depending on the amount of excess moisture the following assumptions were adopted for the delay of the effective start of a growing period:

Delay of the growing period start due to excess wetness

Excess moisture from snowmelt (mm)	Excess moisture at start of LGP _t=5 (mm)		Delay of start of growing period due to excess wetness (days)
Excess moisture from snowmelt (mm)	Very poorly drained soils	Poorly/imperfectly drained soils	Very poorly drained soils	Poorly/imperfectly drained soils
40	0	0	0	0
80	20	0	5	0
120	60	30	15	10
180	120	90	30	20
240	180	150	45	30

Note: Drainage classes are according to the FAO Guidelines for Soil Description (FAO, 1990).

A growing period ends when soil moisture supply becomes insufficient or temperature becomes limiting, i.e., on the day when first

(5)

or when average daily temperature falls below 5°C.

In this way all the growing periods within a year are fully determined with starting and ending dates, length in number of days, and reference ETa values. Where applicable, the procedure also records the dates and length of a dormancy period (see below) and of any humid period during a growing period, defined as days when rainfall exceeds reference evapotranspiration, i.e., with P > ETo .

The water-balance calculation detects and handles specific conditions during cold-breaks or dormancy:

frozen topsoil: Tmean < 0°C, then (ETa = 0),
LAI development expressed as transpiration gradients, after start of growing period or restart after dormancy period.

The calculation procedures include accumulation of snow stocks and the time periods required to melt snow stocks. Two temperature thresholds control the calculations. When maximum daily temperature falls below a defined limit, then any precipitation occurring is assumed to be in the form of snow and is accumulated as snow stock. During such periods it is also assumed that no evaporation takes place. When average daily temperature exceeds the freezing point, melting of snow stocks is modeled by a linear relationship in proportion to maximum daily temperature exceeding a defined threshold.

Discontinuous growing periods with a dormancy period have been separated from those with a cold-break on the basis of temperature limits ( T_h ) for survival of hibernating crops. In defining respective limits, the impact of the depth of snow cover ( S_d ) on T_h has been accounted for as follows, defining a threshold in the range between -8 and -22°C:

(6)

An upper limit to the length of the dormancy period can be set. When the duration of the dormancy period exceeds this maximum, the dormancy period is treated as being a cold-break. In the present calculations, the maximum duration of the dormancy period has been set, as a model variable, at 200 days.

The procedures allow calculation of growing periods for individual years by using in the water balance time-series of monthly rainfall. This provides a quantification of year-to-year variability of the moisture regime. The presents for Gan Zhou, in Jiangxi province in China, the results of LGP analysis with averaged monthly rainfall data of 1961-80 (shown as AV) as compared with monthly data of individual years. The figure highlights the importance of assessing year-by-year conditions rather than using results derived from average climate data. For instance, while the calculations based on averaged climate conditions result in a year-round LGP, the individual year results fall in between 260 and 365 days, with an average of 326 days.

	Length of growing periods
	Growing period patterns

	Number of growing period days
	Simulated development of growing periods - weekly snapshots of calculations for reference climatology (1961 - 1990)

[1] This conversion of monthly (or decade) data to daily values simplifies the calculation of soil moisture balances and the determination of length of growing period and growing period characteristics. Note that these pseudo-daily values should not be applied in instances where actual daily weather data is required. However, it means that the current algorithms are applicable with minor modifications when daily data is available.

[2] In the current calculations of Global AEZ the value of = 0.5 was used.