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East Asia and Western Pacific METEOROLOGY AND CLIMATE

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202<br />

control valve which permits ample amount of water to flow over the<br />

tower. The spilling water is directed to a sink. At the bottom of<br />

the tower, there is a pipe with a micro-adjustment valve which permits<br />

a constant stream of water to flow into the collecting funnel of the<br />

gauge. During each experiment at a fix flow rate, the total amount of<br />

water tipped from the buckets is collected by a pan for the subsequent<br />

computation of the mean flow rate. Depending upon the set flow rate,<br />

each experiment runs from several minutes to several hours to make up<br />

50 tips for observation.<br />

A total of 80 experiments were conducted to simulate the rainfall<br />

rate from as low as 1.5 mm per hour to an extreme of 685.8 mm per<br />

hour. Among these experiments, 61 of them were observed to be within<br />

the measurable limit of the instrument. The remaining 19 cases were<br />

regarded as out of the limit, with a water stream so intense that the<br />

draining bucket was unable to spill out the water completely before<br />

the opposite bucket started to tip. It was observed that it required<br />

at least 1.5 seconds to drain out the bucket water, <strong>and</strong> therefore an<br />

upper measurable limit for this instrument is 400 counts per 10<br />

minutes, which is equivalent to a rainfall intensity of 492 mm per<br />

hour.<br />

Figure 2 shows the rainfall rate <strong>and</strong> the rate-error for all 80<br />

experiments. The data indicate a regressable change from low rainfall<br />

up to about 492 mm per hour. Beyond this extreme, the relationship<br />

breaks down. A regression equation within the measurable extreme (61<br />

observations) is obtained as follow;<br />

E = 1.266430 + 0.112730.R - 6.78523 x 10~ 5 .R 2<br />

where E is the rate-error in percentage of underestimation, <strong>and</strong> R is<br />

the rainfall rate represented by total number of tip counts per 10<br />

minute.<br />

Very seldomly will the world record of rainfall intensity exceed<br />

the limit of 492 mm per hour. In 1956, 31.2 mm of rainfall recorded<br />

in one minute at Unionvill, Maryl<strong>and</strong> is considered to be far beyond<br />

the measurable limit of this instrument. A rainfall of 205.7 mm<br />

recorded in 20 minutes at Curtea de Arges, Romania is also beyond the<br />

limit. While in 1907, a rainfall of 304.8 mm recorded in 42 minutes

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