A simple electronic device for measuring advance time and water height in furrow irrigation system [electronic resource].

By: Contributor(s): Language: English Summary language: Arabic Description: p.1059- 1078Other title:
  • جهاز الكتروني بسيط لقياس زمن تقدم وعمق المياه في نظام الري بالخطوط [Added title page title]
Uniform titles:
  • Misr journal of agricultural engineering, 2013 v.30 (4) [electronic resource].
Subject(s): Online resources: In: Misr Journal of Agricultural Engineering 2013.v.30(4)Summary: A simple electronic device was designed and created instead of traditional method for measuring advance, recession times and water heights inside and along furrows to be more convenient with an optimization method based on the volume balance approach, originally developed for estimating infiltration parameters for furrow irrigation Field experiments were conducted at a sugar crops research stationAlexandria, where sugar beet was grown in clay soils to test the accuracy of the developed device work in measurements. The furrow irrigation inflow rates were 1.14, 1.42 and 2.25 (/Is). Measurement parameters included furrow geometry, slope, width, length, advance and recession times, and furrow water heights through irrigation event for each iriflow rate. A volume balance method was applied to simulate water flow in the fitrrow system. The results obtained from the used device were compared with the field collected data by traditional method. The results showed that total advance times (t1) were 56.0, 42.4, and 30.5 min,while, total recession times (tu) were 70.0, 53.4, and 46.0 min, for each iriflow rate, respectively. The recession time increased as ifJ[!ow rate decreased; this revealed to water infiltrated into soil takes more time to disappear. Water infiltrated volume increased when inflow rate was decreased due to slow water movement along the furrow. Maximum calculated values of the infiltrated volumes (VcaU were 0.515, 0.424, and 0.346 (m3/furrow length) while, minimum values were 0.353, 0.299, and 0.271 (m3/furrow length), by applying 1.14, 1.42 and 2.25 (lis) inflow rates, respectively. The verification results between measured and calculated data showed that, the data for all the irrigation events with the optimization method using modified Kostiakov equation, fall very close to the 45° line degree with deviate a little.
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A simple electronic device was designed and created instead of traditional method for measuring advance, recession times and water heights inside and along furrows to be more convenient with an optimization method based on the volume balance approach, originally developed for estimating infiltration parameters for furrow irrigation Field experiments were conducted at a sugar crops research stationAlexandria, where sugar beet was grown in clay soils to test the accuracy of the developed device work in measurements. The furrow irrigation inflow rates were 1.14, 1.42 and 2.25 (/Is). Measurement parameters included furrow geometry, slope, width, length, advance and recession times, and furrow water heights through irrigation event for each iriflow rate. A volume balance method was applied to simulate water flow in the fitrrow system. The results obtained from the used device were compared with the field collected data by traditional method. The results showed that total advance times (t1) were 56.0, 42.4, and 30.5 min,while, total recession times (tu) were 70.0, 53.4, and 46.0 min, for each iriflow rate, respectively. The recession time increased as ifJ[!ow rate decreased; this revealed to water infiltrated into soil takes more time to disappear. Water infiltrated volume increased when inflow rate was decreased due to slow water movement along the furrow. Maximum calculated values of the infiltrated volumes (VcaU were 0.515, 0.424, and 0.346 (m3/furrow length) while, minimum values were 0.353, 0.299, and 0.271 (m3/furrow length), by applying 1.14, 1.42 and 2.25 (lis) inflow rates, respectively. The verification results between measured and calculated data showed that, the data for all the irrigation events with the optimization method using modified Kostiakov equation, fall very close to the 45° line degree with deviate a little.

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