Yoshida - 1981 - Fundamentals of Rice Crop Science
Yoshida - 1981 - Fundamentals of Rice Crop Science
Yoshida - 1981 - Fundamentals of Rice Crop Science
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GROWTH AND DEVELOPMENT OF THE RICE PLANT 61<br />
1.12.2. Harvest index and grain-straw ratio<br />
A common way <strong>of</strong> examining rice grain yield is to measure the total dry weight and<br />
dry grain yield, and then compute the ratio <strong>of</strong> these two, as shown below:<br />
Harvest index (H.I.) =<br />
economic yield<br />
biological yield<br />
= dry grain yield<br />
(1.17)<br />
total dry weight<br />
:. Dry grain yield = H.I. × total dry weight. (1.18)<br />
Equation 1.18 indicates that grain yield can be increased by either increasing total<br />
dry matter production or by increasing the harvest index. The total dry weight is a<br />
measure <strong>of</strong> a crop’s photosynthetic performance and the harvest index is a measure<br />
<strong>of</strong> the economically useful fraction <strong>of</strong> the bioiogical yield. The total dry weight <strong>of</strong> a<br />
good rice crop is around 10-20 t/ha, depending on variety, management. and<br />
environment. The harvest index is about 0.3 for traditional tall varieties and 0.5 for<br />
improved, short varieties. As a result, grain yield usually ranges between 3 and 10<br />
t/ha per crop unless the crop lodges. The grain-straw ratio, similar to the harvest<br />
index and extensively used in the past, is a ratio <strong>of</strong> dry grain yield to dry straw<br />
weight:<br />
Grain-straw ratio =<br />
dry grain yield<br />
dry straw weight<br />
(1.19)<br />
The grain-straw ratios <strong>of</strong> rice crops range from about 0.5 for traditional, tall<br />
varieties to about 1.0 for improved, short varieties.<br />
1.12.3. Yield components<br />
A second method for examining yield performance is to break the yield into its<br />
components:<br />
Grain yield (t/ha) = panicle number/m 2 × spikelet number/panicle<br />
× % filled spikelets × 1,000-grain weight (g) × l0 –5 (1.20)<br />
= spikelet number/m 2 × % filled spikelets<br />
× 1,000-grain weight (g) × 10 –5 . (1.21)<br />
In equation 1.20, the spikelet number includes filled, partially filled, and unfertilized<br />
spikelets. The filled spikelet is called grain. The percentage <strong>of</strong> filled<br />
spikelets is a ratio <strong>of</strong> the number <strong>of</strong> grains to the total number <strong>of</strong> spikelets. 1 The<br />
1,000-grain weight is the average weight, in grams, <strong>of</strong> 1,000 grains.<br />
1 There is some confusion in the terminology <strong>of</strong> yield components. The following are considered<br />
synonyms when yield components are discussed:<br />
spikelet number/panicle and grain number/panicle<br />
total spikelet number/m 2 and total grain number/m 2<br />
% filled spikelets and % filled grains