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<CreaDate>20211124</CreaDate>
<CreaTime>19280400</CreaTime>
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<idCitation>
<resTitle>Soybean land suitability (Laos)</resTitle>
</idCitation>
<searchKeys>
<keyword>Landmanagement</keyword>
<keyword>Land</keyword>
<keyword>suitability</keyword>
<keyword>Soybean</keyword>
<keyword>Laos</keyword>
<keyword>2021</keyword>
</searchKeys>
<idAbs>Soil suitability assessment is used according to the method of FAO (FAO 1984) by using the factors that influence the growth and yield of plants to be grown for the amount of 7 factors namelyG the temperature, rainfall volume, soil drainage, soil fertility and soil reaction, the positive current exchange and alkaline absorption, the depth of soil, the slope of the area and the amount of rocks and the soil units&lt;br&gt;&lt;br&gt;Data Source: The suitability of each factor according to the needs of the plant is divided into 4 stages namely: the good suitability (S1), the medium suitability (S2), the slightly suitability (S3) and the non-suitability (NS) and then overlap the factors. The results are the suitablitiy of the plants at each stage, which there are the stages in the assessment process of the soil suitability.&lt;br&gt;Contact: Department of Agricultural Land Management Nongviengkham Villlage, Xaythany District, Vientiane Capital Tel: (+85621) 770201 Fax: (+85621) 770201, 770075 Email: dalaminfo@gmail.com http://dalam.maf.gov.la&lt;br&gt;&lt;br&gt;ການປະເມີນຄວາມເໝາະສົມຂອງດິນແມ່ນໃຊ້​ຕາມ​ວິທີ​ການ​ຂອງ​ອົງການ​ອາຫານ ​ແລະ ການ​ກະ​ເສດ​ແຫ່ງ​ສະຫະ​ປະຊາ​ຊາດ (FAO, 1984) ​ໂດຍ​ນຳ​ໃຊ້​ປັດ​ໃຈ​ທີ່​ມີ​ອິດ​ທິພົນ​ຕໍ່​ການຈະ​ເລີ​ນ​ເຕີບ​ໂຕ ​ແລະ ​ໃຫ້​ຜົນ​ຜະລິດ​ຂອງ​ພືດ​ທີ່​ຈະ​ປູກ​ຈຳນວນ 7 ປັດ​ໃຈ​ຄື: ອຸ່ນ​ຫະພູມ,​ ປະລິມານນ້ຳຝົນ, ການ​ລະບາຍ​ນ້ຳຂອງ​ດິນ, ຄວາມ​ອຸດົມສົມບູນ​ຂອງ​ດິນ ​ແລະ ປະຕິກິລິຍາ​ຂອງ​ດິນ, ການ​ແລກປ່ຽນ​ປະຈຸ​ບວກ ​ແລະ ການ​ອື່ມ​ໂຕ​ດ້ວຍ​ດ່າງ, ຄວາມ​ເລິກ​ຂອງ​ດິນ, ຄວາມ​ຄ້ອຍ​ຊັນ​ຂອງ​ພື້ນ​ທີ່ ​ແລະ ປະລິມານ​ກ້ອນ​ຫິນ​ປະ​ປົນ ​ແລະ ​ຫົວໜ່ວຍ​ທີ່​ດິນ&lt;br&gt;&lt;br&gt;ຄວາມເໝາະສົມຂອງແຕ່ລະປັດໃຈຕາມຄວາມຕ້ອງການຂອງພືດອອກເປັນ 4ຂັ້ນຄື: ຄວາມເໝາະສົມດີ (S1), ຄວາມເໝາະສົມປານກາງ (S2), ຄວາມເໝາະສົມເລັກໜ້ອຍ (S3) ແລະ ບໍ່ມີຄວາມເໝາະສົມ (NS) ແລ້ວຊ້ອນທັບບັນດາປັດໃຈຕ່າງໆ ເຂົ້າກັນ ຜົນທີ່ໄດ້ຄືຄວາມເໝາະສົມຂອງພືດໃນແຕ່ລະຂັ້ນ, ຊຶ່ງມີຂັ້ນຕອນໃນການປະເມີນຄວາມເໝາະສົມຂອງທີ່ດິນ&lt;br&gt;ກະຊວງກະສິກຳ ແລະ ປ່າໄມ້
ກົມຄຸ້ມຄອງ ແລະ ພັດທະນາທີ່ດິນກະສິກຳ
ສູນສຳຫຼວດ ແລະ ວາງແຜນນຳໃຊ້ທີ່ດິນກະສິກຳ
ໂທ: 021770075 Fax: 021770076</idAbs>
<idCredit>Department of Agriculture Land Management (DALaM).
ກົມຄຸ້ມຄອງ ແລະ ພັດທະນາທີ່ດິນກະສິກຳ, ກະຊວງກະສິກຳ ແລະ ປ່າໄມ້</idCredit>
<idPurp/>
<resConst>
<Consts>
<useLimit>Government organizations and relevant agencies, the data can be used freely.</useLimit>
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</Data>
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