05.04.2013 Views

Introduction to Soil Chemistry

Introduction to Soil Chemistry

Introduction to Soil Chemistry

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

measuring soil water 87<br />

soil is reported as the kilopascals (kPa) of pressure holding the water in the<br />

soil. The importance of reporting soil water in this fashion can be seen in<br />

Figure 4.2.<br />

4.13.1. Labora<strong>to</strong>ry Methods<br />

The most important labora<strong>to</strong>ry measure of soil water is the percentage water<br />

on a dry-weight basis. In most cases, soil will be extracted or analyzed while<br />

still moist <strong>to</strong> minimize changes that occur during drying. To obtain comparable<br />

data from multiple analyses, the soil sample weight is corrected using the<br />

percent water on a dry-weight basis. Because the water content of soil is highly<br />

variable, the dry weight is used, as it is more constant. <strong>Soil</strong> is typically dried at<br />

105–110°C for 24h in a drying cup as shown in Figure 4.9, and the amount of<br />

water lost is divided by the dry weight of the sample and multiplied by 100.<br />

The basic, simplified formula is given in equation (4.3a); formula representing<br />

the actual calculation usually made (for soil dried in a drying can; see also<br />

Figure 4.9) is given in equation (4.3b):<br />

soil wet weight - soil dry weight<br />

%water =<br />

¥ 100 (4.3a)<br />

soil dry weight<br />

[ ( soil wet weight - can weight)-( soil dry weight - can weight)<br />

]<br />

=<br />

¥ 100<br />

( can weight - soil dry weight)<br />

(4.3b)<br />

Thus the can weight must be subtracted <strong>to</strong> carry out the calculation.<br />

The percentage of water on a dry-weight basis is used <strong>to</strong> calculate the dry<br />

weight of soil taken for an analysis. First, a 50-g sample of soil is taken and<br />

dried. A second 25-g sample is taken and analyzed. The dried sample is found<br />

<strong>to</strong> weigh 48g and thus lost 2.0g of water; thus:<br />

2<br />

%water = ¥ 100 = 4.% 2<br />

48<br />

(4.4a)<br />

The water in the moist sample, taken for analysis, is found using this<br />

percentage:<br />

42 .<br />

= 0. 042<br />

100<br />

weight of sample taken<br />

Dry-weight sample analyzed =<br />

1 + 0. 042<br />

25<br />

= = 24 g<br />

1. 042<br />

(4.4b)<br />

(4.4c)

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!