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野生中蜂收捕法
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作者 何富中 《农村新技术》 2001年第10期21-22,共2页
关键词 蜜蜂 野生中蜂 方法 收捕时间
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高滩低坝蓄水养蚶技术
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作者 陈志明 黄培 《海洋渔业》 CSCD 2002年第4期180-181,共2页
高滩低坝蓄水养蚶技术是在高位滩涂上筑建低土坝、半蓄水养殖泥蚶(Tegillarca granosa)的一种养殖新方式.在大潮汐时,潮水可以漫过堤坝进池,退潮后,根据养殖需要保留塘内一定水位.小潮汐时,通过堤闸来调节塘内水位.
关键词 贝类养殖 高滩低坝蓄水养殖 养殖方式 养殖面积 养殖条件 养殖管理 收捕时间
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浅谈蜂群突然逃亡
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作者 王汉生 赵静 《中国蜂业》 2010年第11期54-54,共1页
蜂群突然逃亡,表面上看与自然分蜂没有多大区别,细究其原因,却发现是两种截然不同的因果逃蜂现象。单纯性突然逃亡的蜂群,多发生在中小蜂群范围内,事发前期,一般没有即将飞逃的明显征兆。当蜂群离箱结团后,停留时间短暂,必须尽... 蜂群突然逃亡,表面上看与自然分蜂没有多大区别,细究其原因,却发现是两种截然不同的因果逃蜂现象。单纯性突然逃亡的蜂群,多发生在中小蜂群范围内,事发前期,一般没有即将飞逃的明显征兆。当蜂群离箱结团后,停留时间短暂,必须尽快收捕或大量喷水湿翅,破坏其远飞条件,争取收捕时间。 展开更多
关键词 蜂群 收捕时间 自然分蜂 停留时间 逃蜂 飞逃
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Statistical evaluation of flotation and entrainment behavior of an artificial ore 被引量:5
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作者 Taki GüLER ünal AKDEMR 《Transactions of Nonferrous Metals Society of China》 SCIE EI CAS CSCD 2012年第1期199-205,共7页
The role of several parameters on gangue recovery in froth was investigated. Effects of frother type and collector dosage on flotation performance were tested at pH 10. The results were evaluated statistically by two-... The role of several parameters on gangue recovery in froth was investigated. Effects of frother type and collector dosage on flotation performance were tested at pH 10. The results were evaluated statistically by two-way analysis of variance without replicates, sample range and sample standard deviation. Hydrophilic mineral was recovered mainly by entrainment through hydrophobization of Ca+2-activated quartz from tap-water in the presence of Na-oleate as collector; entrapment and slime coating were also proposed as recovery mechanisms in minority. Degree of gangue-entrainment in froth product increases by reduction in liberation size. The experimental results state that selectivity would be improved by increasing collector concentration and reducing the flotation time. 展开更多
关键词 CELESTITE flotation time collector concentration frother type ENTRAINMENT particle size two-way ANOVA
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Positivity and boundedness preserving schemes for the fractional reaction-difusion equation 被引量:2
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作者 YU YanYan DENG WeiHua WU YuJiang 《Science China Mathematics》 SCIE 2013年第10期2161-2178,共18页
In this paper, we design a semi-implicit scheme for the scalar time fractional reaction-diffusion equation. We theoretically prove that the numerical scheme is stable without the restriction on the ratio of the time a... In this paper, we design a semi-implicit scheme for the scalar time fractional reaction-diffusion equation. We theoretically prove that the numerical scheme is stable without the restriction on the ratio of the time and space stepsizes, and numerically show that the convergence orders are 1 in time and 2 in space. As a concrete model, the subdiffusive predator-prey system is discussed in detail. First, we prove that the analytical solution to the system is positive and bounded. Then, we use the provided numerical scheme to solve the subdiffusive predator-prey system, and theoretically prove and numerically verify that the numerical scheme preserves the positivity and boundedness. 展开更多
关键词 time fractional reaction-diffusion equation subdiffusive predator-prey system POSITIVITY bound-edness
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