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周斯达抗战画展与《扬州画品录》著述 被引量:1
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作者 尹文 《南京艺术学院学报(美术与设计)》 CSSCI 北大核心 2016年第2期87-92,共6页
1931年上海美专艺教系图工组二年甲级毕业生周斯达先生,抗战期间为抗战前线士兵造像,创作《受伤不退的英雄》、《战士》等表现中国抗日士兵的美术作品,在桂林、重庆等地举办个人画展,得到陈之佛、梁漱溟、丰子恺、柳亚子、田汉、吕凤子... 1931年上海美专艺教系图工组二年甲级毕业生周斯达先生,抗战期间为抗战前线士兵造像,创作《受伤不退的英雄》、《战士》等表现中国抗日士兵的美术作品,在桂林、重庆等地举办个人画展,得到陈之佛、梁漱溟、丰子恺、柳亚子、田汉、吕凤子等人的鼎力支持,并在《嘉陵江日报》发表《中国艺术的反侵略精神》长篇论文,鼓舞民族抗战斗志,书写了世界反法西斯战争暨中国人民抗日战争美术史的光辉一页。建国以后,周斯达先生潜心于中国画创作与绘画品评理论研究,得到上海美专校友许幸之先生的关注。 展开更多
关键词 上海美专 周斯达 抗战美术 《扬州画品录》
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Thales of Miletus, Archimedes and the Solar Eclipses on the Antikythera Mechanism
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作者 G6ran Henriksson 《Journal of Earth Science and Engineering》 2014年第12期757-769,共13页
Thales of Miletus (640?-546 BC) is famous for his prediction of the total solar eclipse in 585 BC. In this paper, the author demonstrate how Thales may have used the same principle for prediction of solar eclipses ... Thales of Miletus (640?-546 BC) is famous for his prediction of the total solar eclipse in 585 BC. In this paper, the author demonstrate how Thales may have used the same principle for prediction of solar eclipses as that used on the Antikythera Mechanism. At the SEAC conference in Alexandria in 2009, the author presented the paper "Ten solar eclipses show that the Antikythera Mechanism was constructed for use on Sicily." The best defined series of exeligmos cycles started in 243 BC during the lifetime of Archimedes (287-212 BC) from Syracuse. The inscriptions on the Antikythera Mechanism were made in 100-150 BC and the last useful exeligmos started in 134 BC. The theory for the motion of the moon was from Hipparchus (ca 190-125 BC). A more complete investigation of the solar eclipses on the Antikythera Mechanism reveals that the first month in the first saros cycle started with the first new moon after the winter solstice in 542 BC. Four solar eclipses 537-528 BC, from the first saros cycle, and three one exeligmos cycle later, 487-478 BC, are preserved and may have been recorded in Croton by Pythagoras (ca 575-495 BC) and his school. 展开更多
关键词 Solar eclipse exeligmos cycle saros cycle seasonal hour equinoctial hour.
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Travelling wave solutions of a generalized Camassa-Holm-Degasperis-Procesi equation 被引量:5
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作者 DENG ShengFu1, GUO BoLing2 & WANG TingChun2,3 1Department of Mathematics, Zhanjiang Normal University, Zhanjiang 524048, China 2Institute of Applied Physics and Computational Mathematics, Beijing 100088, China 3 College of Math and Physics, Nanjing University of Information Science and Technology, Nanjing 210044, China 《Science China Mathematics》 SCIE 2011年第3期555-572,共18页
The travelling wave solutions of a generalized Camassa-Holm-Degasperis-Procesi equation ut-uxxt + (1 + b)umux = buxuxx + uuxxx are considered where b > 1 and m are positive integers. The qualitative analysis method... The travelling wave solutions of a generalized Camassa-Holm-Degasperis-Procesi equation ut-uxxt + (1 + b)umux = buxuxx + uuxxx are considered where b > 1 and m are positive integers. The qualitative analysis methods of planar autonomous systems yield its phase portraits. Its soliton wave solutions, kink or antikink wave solutions, peakon wave solutions, compacton wave solutions, periodic wave solutions and periodic cusp wave solutions are obtained. Some numerical simulations of these solutions are also given. 展开更多
关键词 homoclinic orbits heteroclinic orbits peakon wave solutions compacton wave solutions periodic cusp wave solutions
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