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商业银行债券投资对主营和中间业务的规模效应研究
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作者 蒋云鹤 刘海龙 《现代管理科学》 CSSCI 2014年第1期63-65,共3页
文章以超越对数函数构建了商业银行的收益函数,并通过BoxCox因子转换和放松齐次性约束保证了函数的平稳性。以实际数据对2000年~2012年间12家银行的真实数据进行测算,得到了相压的债券投资对主营业务和中间业务的规模弹性系数。结果... 文章以超越对数函数构建了商业银行的收益函数,并通过BoxCox因子转换和放松齐次性约束保证了函数的平稳性。以实际数据对2000年~2012年间12家银行的真实数据进行测算,得到了相压的债券投资对主营业务和中间业务的规模弹性系数。结果显示,两个弹性系数都表现为周期性波动,与经济波动周期相吻合。债券投资对中间业务具有更强的推动作用,这一点在国有四大银行体现的更为明显。在波谷阶段,债投资对主营业务有很强的抑制作用。 展开更多
关键词 商业银行 债券投资 主营业务 中间业务 规模弹 性系数
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Line field analysis and complex variable method for solving elastic-plastic fields around an anti-plane elliptic hole 被引量:3
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作者 GUO JunHong LU ZiXing 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS 2011年第8期1495-1501,共7页
A new approach is proposed to solve the elastic-plastic fields near the major-axis line of an elliptical hole. The complex variable method is used to determine the elastic fields near the major-axis line of the ellipt... A new approach is proposed to solve the elastic-plastic fields near the major-axis line of an elliptical hole. The complex variable method is used to determine the elastic fields near the major-axis line of the elliptical hole. Then, by using the line field analysis method, the exact and new solutions of the stresses, strains in the plastic zone, the size of the plastic region and the unit normal vector of the elastic-plastic boundary near the major-axis line of the elliptical hole are obtained for an anti-plane elliptical hole in a perfectly elastic-plastic solid. The usual small scale yielding assumptions are not adopted in the analysis. The present method is simple, easy and efficient. The influences of applied mechanical loading on the size of plastic zone are discussed. 展开更多
关键词 complex variable method line field analysis method elliptical hole elastic-plastic solid
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Topology optimization of magnetorheological smart materials included PnCs for tunable wide bandgap design 被引量:1
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作者 Kuan Liang Jingjie He +1 位作者 Zhiyuan Jia Xiaopeng Zhang 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2022年第3期94-106,I0003,共14页
Design and application of tunable phononic crystals(PnCs)are attracting increasing interest due to their promising capabilities to manipulate acoustic and elastic waves effectively.This paper investigates topology opt... Design and application of tunable phononic crystals(PnCs)are attracting increasing interest due to their promising capabilities to manipulate acoustic and elastic waves effectively.This paper investigates topology optimization of the magnetorheological(MR)materials including PnCs for opening the tunable and wide bandgaps.Therein,the bandgap tunability of the PnCs is achieved by shear modulus variation of MR materials under a continuously changing applied magnetic field.The pseudo elemental densities representing the bi-material distribution inside the PnC unit cell are taken as design variables and interpolated with an artificial MR penalization model.An aggregated bandgap index for enveloping the extreme values ofbandgap width and tunable range of the MR included smart PnCs is proposed as the objective function.In this context,the sensitivity analysis scheme is derived,and the optimization problem is solved with the gradient-based mathematical programming method.The effectiveness of the proposed optimization method is demonstrated by numerical examples,where the optimized solutions present tunable and stably wide bandgap characteristics under different magnetic fields.The tunable optimized PnCs based device that can provide a wider tunable bandgap range is also explored. 展开更多
关键词 Topology optimization Tunable bandgap Phononic crystals Magnetorheological material
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