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基本圆内的正弦余弦函数
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作者 吕冲浪 《吉林省教育学院学报》 2009年第8期146-147,共2页
把直径为1的圆定义为基本圆,基本圆中正弦余弦函数具有鲜明的几何意义,在解决相关问题时,我们可借助基本圆把几何问题转化为三角问题来思考,也可以将三角问题转化为几何问题来认识,发挥各自解决问题的优势。
关键词 基本圆 同心圆的位似变换 正弦线 余弦线
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Study on the Splicing Principle of the Air Splicer for Auto-coner 被引量:1
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作者 郭宏亮 叶国铭 陈瑞琪 《Journal of Donghua University(English Edition)》 EI CAS 2003年第1期20-21,共2页
The shaping form of an untwisted yarn-end for the air splicer is analyzed and then a cosine curve form which will have practically good splicing effect is proposed. The yarn motion in the splicing nozzle by applying h... The shaping form of an untwisted yarn-end for the air splicer is analyzed and then a cosine curve form which will have practically good splicing effect is proposed. The yarn motion in the splicing nozzle by applying hydrodynamics and the splicing principle of the air splicer are also studied. 展开更多
关键词 air splicer yam-end curve jet diffusion SPLICING
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Exact Solutions to a Combined sinh-cosh-Gordon Equation 被引量:1
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作者 魏龙 《Communications in Theoretical Physics》 SCIE CAS CSCD 2010年第10期599-602,共4页
Based on a transformed Painlev~ property and the variable separated ODE method, a function transfor- mation method is proposed to search for exact solutions of some partial differential equations (PDEs) with hyperbo... Based on a transformed Painlev~ property and the variable separated ODE method, a function transfor- mation method is proposed to search for exact solutions of some partial differential equations (PDEs) with hyperbolic or exponential functions. This approach provides a more systematical and convenient handling of the solution process of this kind of nonlinear equations. Its key point is to eradicate the hyperbolic or exponential terms by a transformed Painleve property and reduce the given PDEs to a variable-coefficient the resulting equations by some methods. As an application, are formally derived. ordinary differential equations, then we seek for solutions to exact solutions for the combined sinh-cosh-Gordon equation 展开更多
关键词 function transformation method variable separated ODE method combined sinh-cosh-Gordonequation
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Temporal variability of temperature-nitrate relationship in a coastal region
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作者 殷建平 林立 +1 位作者 王友绍 杜建伟 《Chinese Journal of Oceanology and Limnology》 SCIE CAS CSCD 2014年第4期879-885,共7页
The inverse relationship between nitrate and temperature(N-T relationship) has been used to estimate new production from remotely sensed sea surface temperature at the regional or global scale of oceans. This study ai... The inverse relationship between nitrate and temperature(N-T relationship) has been used to estimate new production from remotely sensed sea surface temperature at the regional or global scale of oceans. This study aimed to develop a time-series model of the N-T relationship from automated, continuous hourly observations over two years on the coast of Halifax, Canada. The model demonstrated time-series variability of the N-T relationship at a coastal station on the Nova Scotia Shelf, with adjusted R 2 =0.999 4 and RMSE=0.025 7. The maximum residual value was 0.077. The annual temperature variations described a sine curve, and daily, weekly, and monthly variations fluctuated within the normal ranges, controlled by the local climate. The annual variation of nitrate concentration formed nearly a sine curve. Heavy or longlasting rainfall increased nitrate concentration by 4 to 30-fold in 24 h, and then the increased nitrogen was quickly depleted by phytoplankton growth in 10 to 48 h. In general, biological activity was a key factor in causing nitrate concentration change, dependent mainly on seawater temperature. The power function of the N-T relationship observed in our study area could be used to quickly estimate sea surface nitrate concentration, in combination with temperature data obtained by remote sensing. 展开更多
关键词 sea surface temperature sea surface nitrate nitrate and temperature (N-T relationship) model Halifax Canada
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Interactions Between Solitons and Cnoidal Periodic Waves of the Boussinesq Equation 被引量:2
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作者 杨铎 楼森岳 余炜沣 《Communications in Theoretical Physics》 SCIE CAS CSCD 2013年第10期387-390,共4页
The Boussinesq equation is one of important prototypic models in nonlinear physics. Various nonlinear excitations of the Boussinesq equation have been found by many methods. However, it is very difficult to find inter... The Boussinesq equation is one of important prototypic models in nonlinear physics. Various nonlinear excitations of the Boussinesq equation have been found by many methods. However, it is very difficult to find interaction solutions among different types of nonlinear excitations. In this peper, two equivalent very simple methods, the truncated Painleve analysis and the generalized tanh function expansion approaches, are developed to find interaction solutions between solitons and any other types of Boussinesq waves. 展开更多
关键词 INTERACTION SOLITON cnoidal periodic waves Boussinesq equation
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