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检索条件"作者=Amoolya WUNNAVA"
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Strategies to mitigate the adverse effect of drought stress on crop plants-influences of soil bacteria:A review
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Pedosphere 2021年 第3期31卷 496-509页
作者: Priyanka CHANDRA Amoolya WUNNAVA Pooja VERMA Amaresh CHANDRA Rakesh Kumar SHARMA Indian Council of Agricultural Research(ICAR) Central Soil Salinity Research InstituteKarnalHaryana 132001India Department of Biosciences Manipal University JaipurRajasthanJaipur 303007India Indian Council of Agricultural Research(ICAR) Indian Institute of Sugarcane ResearchUttar PradeshLucknow 226002India
Drought stress affects plant growth and causes significant issues in meeting global demand for food crops and fodder.Drought can cause physiological,physicochemical,and morphological changes in plants,which negatively... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Deregulated miRNA clusters in ovarian cancer:Imperative implications in personalized medicine
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Genes & Diseases 2022年 第6期9卷 1443-1465页
作者: amoolya Kandettu Divya Adiga Vasudha Devi Padmanaban SSuresh Sanjiban Chakrabarty Raghu Radhakrishnan Shama Prasada Kabekkodu Department of Cell and Molecular Biology Manipal School of Life SciencesManipal Academy of Higher EducationManipalKarnataka 576104India Department of Pharmacology Centre for Cardiovascular PharmacologyMelaka Manipal Medical CollegeManipal Academy of Higher EducationManipal CampusManipalKarnataka 576104India School of Biotechnology National Institute of TechnologyCalicutKerala 673601India Department of Oral Pathology Manipal College of Dental SciencesManipal Academy of Higher EducationManipalKarnataka 576104India Center for DNA Repair and Genome Stability(CDRGS) Manipal Academy of Higher EducationManipalKarnataka 576104India
Ovarian cancer(OC)is one of the most common and fatal types of gynecological cancer.OC is usually detected at the advanced stages of the disease,making it highly lethal.miRNAs are single-stranded,small non-coding RNAs... 详细信息
来源: 维普期刊数据库 维普期刊数据库 评论
LC射频振荡器的简化设计
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移动通信 1975年 第2期 58-62页
作者: wunnava Subbarao 謝振海
用物理方法简化复杂的数学运算并确定稳定度与频率设计射频振荡器时,繁杂的数学运算必须简化。用物理方法简化数学运算后,便能更清楚地表明:元件参数的变化对振荡稳定度、负载效应和振荡条件等的影响。
来源: 同方期刊数据库 同方期刊数据库 评论