目的:探索南北方地区骨质疏松症患者中医体质的分布特点。方法:筛选2009年4月至2023年8月发表的有关中医体质与骨质疏松相关性研究的文献,以“骨质疏松”“中医体质”“osteoporosis”“traditional Chinese medical constitution”等...目的:探索南北方地区骨质疏松症患者中医体质的分布特点。方法:筛选2009年4月至2023年8月发表的有关中医体质与骨质疏松相关性研究的文献,以“骨质疏松”“中医体质”“osteoporosis”“traditional Chinese medical constitution”等为主题词进行检索,将最终纳入研究的文献按地区进行南北方划分,对纳入文献中的体质与骨质疏松数据进行南北方差异分析。结果:最终纳入研究的文献共19篇,其中南方地区9篇,北方地区10篇。Meta分析结果显示,南方地区气虚质(OR=2.46,95%CI:1.68~3.62)、阳虚质(OR=2.19,95%CI:1.83~2.63)发生骨质疏松的风险较高,痰湿质(OR=0.41,95%CI:0.32~0.53)及湿热质(OR=0.56,95%CI:0.35~0.89)为其保护性体质;北方地区血瘀质(OR=2.32,95%CI:1.51~3.58)、阳虚质(OR=2.28,95%CI:1.56~3.34)及阴虚质(OR=1.68,95%CI:1.07~2.64)发生骨质疏松的风险较高。结论:南北方地区体质与骨质疏松的相关性具有差异,在南方,气虚质、阳虚质为危险因素,痰湿质、湿热质为保护因素;在北方,血瘀质、阳虚质、阴虚质为危险因素。展开更多
Two elastoplastic constitutive models based on the unified strength the- ory （UST） are established and implemented in an explicit finite difference code, fast Lagrangian analysis of continua （FLAC/FLAC3D）, which i...Two elastoplastic constitutive models based on the unified strength the- ory （UST） are established and implemented in an explicit finite difference code, fast Lagrangian analysis of continua （FLAC/FLAC3D）, which includes an associated/non- associated flow rule, strain-hardening/softening, and solutions of singularities. Those two constitutive models are appropriate for metallic and strength-different （SD） materials, respectively. Two verification examples are used to compare the computation results and test data using the two-dimensional finite difference code FLAC and the finite element code ANSYS, and the two constitutive models proposed in this paper are verified. Two application examples, the large deformation of a prismatic bar and the strain-softening be- havior of soft rock under a complex stress state, are analyzed using the three-dimensional code FLAC3D. The two new elastoplastic constitutive models proposed in this paper can be used in bearing capacity evaluation or stability analysis of structures built of metallic or SD materials. The effect of the intermediate principal stress on metallic or SD mate- rial structures under complex stress states, including large deformation, three-dimensional and non-association problems, can be analyzed easily using the two constitutive models proposed in this paper.展开更多
A new continuum theory of the constitutive equation of co-rotational derivative type is developed for anisotropic viscoelastic fluid—liquid crystalline (LC) polymers. A new concept of simple anisotropic fluid is intr...A new continuum theory of the constitutive equation of co-rotational derivative type is developed for anisotropic viscoelastic fluid—liquid crystalline (LC) polymers. A new concept of simple anisotropic fluid is introduced. On the basis of principles of anisotropic simple fluid, stress behaviour is described by velocity gradient tensor and spin tensor instead of the velocity gradient tensor in the classic Leslie—Ericksen continuum theory. Analyzing rheological nature of the fluid and using tensor analysis a general form of the constitutive equ- ation of co-rotational type is established for the fluid. A special term of high order in the equation is introduced by author to describe the sp- ecial change of the normal stress differences which is considered as a result of director tumbling by Larson et al. Analyzing the experimental results by Larson et al., a principle of Non- oscillatory normal stress is introduced which leads to simplification of the problem with relaxation times. The special behaviour of non- symmetry of the shear stress is predicted by using the present model for LC polymer liquids. Two shear stresses in shear flow of LC polymer liquids may lead to vortex and rotation flow, i.e. director tumbling in the flow. The first and second normal stress differences are calculated by the model special behaviour of which is in agree- ment with experiments. In the research, the com- putational symbolic manipulation such as computer software Maple is used. For the anisotropic viscoelastic fluid the constitutive equation theory is of important fundamental significance.展开更多
Based on the constitution differences among races, the influence of the different constitutions on TCM therapies is approached, raising the differences of different races in tolerance and adaptability to acupuncture, ...Based on the constitution differences among races, the influence of the different constitutions on TCM therapies is approached, raising the differences of different races in tolerance and adaptability to acupuncture, and different treatment principles of acupuncture therapy for different races, and each one case of the black race, the white race and the yellow race recorded in practicing medicine in Britain is taken for discussion. It is expected to be beneficial to the researches on TCM constitutional theories of races and the clinical application.展开更多
In order to analyze the microscopic theory of viscous-elastic fluid flooding residual oil, the flow equation of polymer solution in the micro pore can be derived by selecting upper-convected Maxwell constitutive equat...In order to analyze the microscopic theory of viscous-elastic fluid flooding residual oil, the flow equation of polymer solution in the micro pore can be derived by selecting upper-convected Maxwell constitutive equation, continuity equation and motion equation. Then, the flow velocity field and stress field can be calculated under the boundary condition, and with the theory of stress tensor, the horizontal stress difference of polymer solution acting on the residual oil can be calculated. The results show that the greater the elasticity of viscous-elastic fluid is, the wider the flow channel is, the greater the horizontal stress difference is. The force acting on residual oil by viscous-elastic fluid can be increased by increasing the concentration of the polymer solution.展开更多
The paper explores the gravity-driven flow of the thin film of a viscoelastic-fluid-based nanofluids(VFBN)along an inclined plane under non-isothermal conditions and subjected to convective cooling at the free-surface...The paper explores the gravity-driven flow of the thin film of a viscoelastic-fluid-based nanofluids(VFBN)along an inclined plane under non-isothermal conditions and subjected to convective cooling at the free-surface.The Newton’s law of cooling is used to model the convective heat-exchange with the ambient at the free-surface.The Giesekus viscoelastic constitutive model,with appropriate modifications to account for non-isothermal effects,is employed to describe the polymeric effects.The unsteady and coupled non-linear partial differential equations(PDEs)describing the model problem are obtained and solved via efficient semi-implicit numerical schemes based on finite difference methods(FDM)implemented in Matlab.The response of the VFBN velocity,temperature,thermal-conductivity and polymeric-stresses to variations in the volume-fraction of embedded nanoparticles is investigated.It is shown that these quantities all increase as the nanoparticle volume-fraction becomes higher.展开更多
文摘目的:探索南北方地区骨质疏松症患者中医体质的分布特点。方法:筛选2009年4月至2023年8月发表的有关中医体质与骨质疏松相关性研究的文献,以“骨质疏松”“中医体质”“osteoporosis”“traditional Chinese medical constitution”等为主题词进行检索,将最终纳入研究的文献按地区进行南北方划分,对纳入文献中的体质与骨质疏松数据进行南北方差异分析。结果:最终纳入研究的文献共19篇,其中南方地区9篇,北方地区10篇。Meta分析结果显示,南方地区气虚质(OR=2.46,95%CI:1.68~3.62)、阳虚质(OR=2.19,95%CI:1.83~2.63)发生骨质疏松的风险较高,痰湿质(OR=0.41,95%CI:0.32~0.53)及湿热质(OR=0.56,95%CI:0.35~0.89)为其保护性体质;北方地区血瘀质(OR=2.32,95%CI:1.51~3.58)、阳虚质(OR=2.28,95%CI:1.56~3.34)及阴虚质(OR=1.68,95%CI:1.07~2.64)发生骨质疏松的风险较高。结论:南北方地区体质与骨质疏松的相关性具有差异,在南方,气虚质、阳虚质为危险因素,痰湿质、湿热质为保护因素;在北方,血瘀质、阳虚质、阴虚质为危险因素。
基金Project supported by the National Natural Science Foundation of China (No. 41172276)the Central Financial Funds for the Development of Characteristic Key Disciplines in Local Universities(Nos. 106-00X101 and 106-5X1205)
文摘Two elastoplastic constitutive models based on the unified strength the- ory （UST） are established and implemented in an explicit finite difference code, fast Lagrangian analysis of continua （FLAC/FLAC3D）, which includes an associated/non- associated flow rule, strain-hardening/softening, and solutions of singularities. Those two constitutive models are appropriate for metallic and strength-different （SD） materials, respectively. Two verification examples are used to compare the computation results and test data using the two-dimensional finite difference code FLAC and the finite element code ANSYS, and the two constitutive models proposed in this paper are verified. Two application examples, the large deformation of a prismatic bar and the strain-softening be- havior of soft rock under a complex stress state, are analyzed using the three-dimensional code FLAC3D. The two new elastoplastic constitutive models proposed in this paper can be used in bearing capacity evaluation or stability analysis of structures built of metallic or SD materials. The effect of the intermediate principal stress on metallic or SD mate- rial structures under complex stress states, including large deformation, three-dimensional and non-association problems, can be analyzed easily using the two constitutive models proposed in this paper.
文摘A new continuum theory of the constitutive equation of co-rotational derivative type is developed for anisotropic viscoelastic fluid—liquid crystalline (LC) polymers. A new concept of simple anisotropic fluid is introduced. On the basis of principles of anisotropic simple fluid, stress behaviour is described by velocity gradient tensor and spin tensor instead of the velocity gradient tensor in the classic Leslie—Ericksen continuum theory. Analyzing rheological nature of the fluid and using tensor analysis a general form of the constitutive equ- ation of co-rotational type is established for the fluid. A special term of high order in the equation is introduced by author to describe the sp- ecial change of the normal stress differences which is considered as a result of director tumbling by Larson et al. Analyzing the experimental results by Larson et al., a principle of Non- oscillatory normal stress is introduced which leads to simplification of the problem with relaxation times. The special behaviour of non- symmetry of the shear stress is predicted by using the present model for LC polymer liquids. Two shear stresses in shear flow of LC polymer liquids may lead to vortex and rotation flow, i.e. director tumbling in the flow. The first and second normal stress differences are calculated by the model special behaviour of which is in agree- ment with experiments. In the research, the com- putational symbolic manipulation such as computer software Maple is used. For the anisotropic viscoelastic fluid the constitutive equation theory is of important fundamental significance.
文摘Based on the constitution differences among races, the influence of the different constitutions on TCM therapies is approached, raising the differences of different races in tolerance and adaptability to acupuncture, and different treatment principles of acupuncture therapy for different races, and each one case of the black race, the white race and the yellow race recorded in practicing medicine in Britain is taken for discussion. It is expected to be beneficial to the researches on TCM constitutional theories of races and the clinical application.
文摘In order to analyze the microscopic theory of viscous-elastic fluid flooding residual oil, the flow equation of polymer solution in the micro pore can be derived by selecting upper-convected Maxwell constitutive equation, continuity equation and motion equation. Then, the flow velocity field and stress field can be calculated under the boundary condition, and with the theory of stress tensor, the horizontal stress difference of polymer solution acting on the residual oil can be calculated. The results show that the greater the elasticity of viscous-elastic fluid is, the wider the flow channel is, the greater the horizontal stress difference is. The force acting on residual oil by viscous-elastic fluid can be increased by increasing the concentration of the polymer solution.
文摘The paper explores the gravity-driven flow of the thin film of a viscoelastic-fluid-based nanofluids(VFBN)along an inclined plane under non-isothermal conditions and subjected to convective cooling at the free-surface.The Newton’s law of cooling is used to model the convective heat-exchange with the ambient at the free-surface.The Giesekus viscoelastic constitutive model,with appropriate modifications to account for non-isothermal effects,is employed to describe the polymeric effects.The unsteady and coupled non-linear partial differential equations(PDEs)describing the model problem are obtained and solved via efficient semi-implicit numerical schemes based on finite difference methods(FDM)implemented in Matlab.The response of the VFBN velocity,temperature,thermal-conductivity and polymeric-stresses to variations in the volume-fraction of embedded nanoparticles is investigated.It is shown that these quantities all increase as the nanoparticle volume-fraction becomes higher.
