منابع مشابه
Analysis of Stabilizer Structures of Canola Fields in Qazvin Province
Objective: Today, addressing the issue of sustainability especially in agriculture has received more attention. Sustainability in the systems of Canola cultivation depends on many factors like ecological, social and economic dimensions and understanding these factors can result in formulation of policies and strategies for sustainable agricultural development. Methods: 8961 Canola farmers of Qa...
متن کاملAnalysis of Stabilizer Structures of Canola Fields in Qazvin Province
Objective: Today, addressing the issue of sustainability especially in agriculture has received more attention. Sustainability in the systems of Canola cultivation depends on many factors like ecological, social and economic dimensions and understanding these factors can result in formulation of policies and strategies for sustainable agricultural development. Methods: 8961 Canola farmers of Qa...
متن کاملInvestigation of Virtual Water and Ecological Footprints of Water in Wheat Fields of Isfahan Province
Despite the recent droughts in Isfahan province, climatic changes and the rising trend of population growth, as well as development of industrial and agricultural activities, are exposed to the water crisis. Thus, in order to tackle this problem, the essential strategies should including exploring virtual water and water foot print for strategic crops in agricultural sector should be taken into...
متن کاملanalysis of stabilizer structures of canola fields in qazvin province
objective: today, addressing the issue of sustainability especially in agriculture has received more attention. sustainability in the systems of canola cultivation depends on many factors like ecological, social and economic dimensions and understanding these factors can result in formulation of policies and strategies for sustainable agricultural development. methods: 8961 canola farmers of qa...
متن کاملRiemann and Ricci Fields in Geometric Structures
Here (the last paper in a series of eight) we end our presentation of the basics of a systematical approach to the differential geometry of smooth manifolds which uses the geometric algebras of multivector and extensors (fields) developed in previous papers. The theory of the Riemann and Ricci fields associated to a given geometric structure, i.e., a triple (M,γ, g) where M is a smooth manifold...
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ژورنال
عنوان ژورنال: Oil and Gas Studies
سال: 2015
ISSN: 0445-0108
DOI: 10.31660/0445-0108-2015-3-126-133