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Spatial Heterogeneity of Agricultural Science and Technology Parks Technology Diffusion: A Case Study of Yangling ASTP 被引量:2
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作者 WANG Zhao LIU Jianhong +2 位作者 LI Tongsheng REN Wanying RUI Yang 《Chinese Geographical Science》 SCIE CSCD 2021年第4期629-645,共17页
Agricultural science and technology parks(ASTPs) represent an important growth pole in China’s agricultural modernization.Clarifying their diffusion laws can optimize the technological diffusion process and improve i... Agricultural science and technology parks(ASTPs) represent an important growth pole in China’s agricultural modernization.Clarifying their diffusion laws can optimize the technological diffusion process and improve its efficiency. Our study uses disaggregated spatial information in its model to analyze ASTP technology diffusion in a heterogeneous space. We constructed a comprehensive index system to evaluate the diffusion environmental quality and introduced the heterogeneous diffusion equation to calculate the technological diffusion probability. We applied this framework to a real-world scenario: the apple planting technology diffusion of the Yangling ASTP in the Loess Plateau, China. The results indicated: (1)the technological diffusion environment of the Loess Plateau advantageous apple producing area showed strong spatial heterogeneity caused by climate, topography, and external transportation links.(2) Under the combined effects of distance and spatial heterogeneity, the spatial diffusion pattern of the Yangling ASTP apple technology was expansion diffusion supplemented by hierarchical diffusion and banded diffusion, and (3) ASTP technology diffusion showed a strong distance attenuation effect, and the frictional effect of distance can be decreased by improving the diffusion environmental quality. These laws can promote regional balanced ASTP-driven development. 展开更多
关键词 agricultural science and technology park(ASTP) heterogeneous environments diffusion environment diffusion probability heterogeneous space diffusion equation
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Targeting the brain’s glymphatic pathway:A novel therapeutic approach for cerebral small vessel disease 被引量:2
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作者 Yuhui Ma Yan Han 《Neural Regeneration Research》 2026年第2期433-442,共10页
Cerebral small vessel disease encompasses a group of neurological disorders characterized by injury to small blood vessels,often leading to stroke and dementia.Due to its diverse etiologies and complex pathological me... Cerebral small vessel disease encompasses a group of neurological disorders characterized by injury to small blood vessels,often leading to stroke and dementia.Due to its diverse etiologies and complex pathological mechanisms,preventing and treating cerebral small vessel vasculopathy is challenging.Recent studies have shown that the glymphatic system plays a crucial role in interstitial solute clearance and the maintenance of brain homeostasis.Increasing evidence also suggests that dysfunction in glymphatic clearance is a key factor in the progression of cerebral small vessel disease.This review begins with a comprehensive introduction to the structure,function,and driving factors of the glymphatic system,highlighting its essential role in brain waste clearance.Afterwards,cerebral small vessel disease was reviewed from the perspective of the glymphatic system,after which the mechanisms underlying their correlation were summarized.Glymphatic dysfunction may lead to the accumulation of metabolic waste in the brain,thereby exacerbating the pathological processes associated with cerebral small vessel disease.The review also discussed the direct evidence of glymphatic dysfunction in patients and animal models exhibiting two subtypes of cerebral small vessel disease:arteriolosclerosis-related cerebral small vessel disease and amyloid-related cerebral small vessel disease.Diffusion tensor image analysis along the perivascular space is an important non-invasive tool for assessing the clearance function of the glymphatic system.However,the effectiveness of its parameters needs to be enhanced.Among various nervous system diseases,including cerebral small vessel disease,glymphatic failure may be a common final pathway toward dementia.Overall,this review summarizes prevention and treatment strategies that target glymphatic drainage and will offer valuable insight for developing novel treatments for cerebral small vessel disease. 展开更多
关键词 AQUAPORIN-4 ASTROCYTES cerebral amyloid angiopathy cerebral small vessel disease cerebrospinal fluid diffusion tensor image analysis along the perivascular space glymphatic system interstitial fluid perivascular space therapeutic strategies
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A second order finite difference-spectral method for space fractional diffusion equations 被引量:4
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作者 HUANG JianFei NIE NingMing TANG YiFa 《Science China Mathematics》 SCIE 2014年第6期1303-1317,共15页
A high order finite difference-spectral method is derived for solving space fractional diffusion equations,by combining the second order finite difference method in time and the spectral Galerkin method in space.The s... A high order finite difference-spectral method is derived for solving space fractional diffusion equations,by combining the second order finite difference method in time and the spectral Galerkin method in space.The stability and error estimates of the temporal semidiscrete scheme are rigorously discussed,and the convergence order of the proposed method is proved to be O(τ2+Nα-m)in L2-norm,whereτ,N,αand m are the time step size,polynomial degree,fractional derivative index and regularity of the exact solution,respectively.Numerical experiments are carried out to demonstrate the theoretical analysis. 展开更多
关键词 space fractional diffusion equation Crank-Nicolson scheme spectral method STABILITY conver-gence
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An analytical solution of multi-dimensional space fractional diffusion equations with variable coefficients 被引量:1
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作者 Pratibha Verma Manoj Kumar 《International Journal of Modeling, Simulation, and Scientific Computing》 EI 2021年第1期229-255,共27页
In this paper,we have considered the multi-dimensional space fractional diffusion equations with variable coefficients.The fractional operators(derivative/integral)are used based on the Caputo definition.This study pr... In this paper,we have considered the multi-dimensional space fractional diffusion equations with variable coefficients.The fractional operators(derivative/integral)are used based on the Caputo definition.This study provides an analytical approach to determine the analytical solution of the considered problems with the help of the two-step Adomian decomposition method(TSADM).Moreover,new results have been obtained for the existence and uniqueness of a solution by using the Banach contraction principle and a fixed point theorem.We have extended the dimension of the space fractional diffusion equations with variable coefficients into multi-dimensions.Finally,the generalized problems with two different types of the forcing term have been included demonstrating the applicability and high efficiency of the TSADM in comparison to other existing numerical methods.The diffusion coefficients do not require to satisfy any certain conditions/restrictions for using the TSADM.There are no restrictions imposed on the problems for diffusion coefficients,and a similar procedures of the TSADM has followed to the obtained analytical solution for the multi-dimensional space fractional diffusion equations with variable coefficients. 展开更多
关键词 Caputo fractional operators space fractional diffusion equations Riesz derivative two-step Adomian decomposition method fixed point theorem
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Glymphatic function and its influencing factors in different glucose metabolism states 被引量:5
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作者 Bin Tian Chen Zhao +7 位作者 Jia-Li Liang Hui-Ting Zhang Yi-Fan Xu Hui-Lei Zheng Jia Zhou Jiang-Nian Gong Shu-Ting Lu Zi-San Zeng 《World Journal of Diabetes》 SCIE 2024年第7期1537-1550,共14页
BACKGROUND Dysfunction of the glymphatic system in the brain in different stages of altered glucose metabolism and its influencing factors are not well characterized.AIM To investigate the function of the glymphatic s... BACKGROUND Dysfunction of the glymphatic system in the brain in different stages of altered glucose metabolism and its influencing factors are not well characterized.AIM To investigate the function of the glymphatic system and its clinical correlates in patients with different glucose metabolism states,the present study employed diffusion tensor imaging along the perivascular space(DTI-ALPS)index.METHODS Sample size was calculated using the pwr package in R software.This crosssectional study enrolled 22 patients with normal glucose metabolism(NGM),20 patients with prediabetes,and 22 patients with type 2 diabetes mellitus(T2DM).A 3.0T magnetic resonance imaging was used to evaluate the function of the glymphatic system.The mini-mental state examination(MMSE)was used to assess general cognitive function.The DTI-ALPS index of bilateral basal ganglia and the mean DTI-ALPS index was calculated.Further,the correlation between DTI-ALPS and clinical features was assessed.RESULTS The left-side,right-side,and mean DTI-ALPS index in the T2DM group were significantly lower than that in the NGM group.The right-side DTI-ALPS and mean DTI-ALPS index in the T2DM group were significantly lower than those in the prediabetes group.DTI-ALPS index lateralization was not observed.The MMSE score in the T2DM group was significantly lower than that in the NGM and prediabetes group.After controlling for sex,the left-side DTI-ALPS and mean DTI-ALPS index in the prediabetes group were positively correlated with 2-hour postprandial blood glucose level;the left-side DTI-ALPS index was negatively correlated with total cholesterol and low-density lipoprotein level.The right-side DTI-ALPS and mean DTI-ALPS index were negatively correlated with the glycosylated hemoglobin level and waist-to-hip ratio in the prediabetes group.The left-side,right-side,and mean DTI-ALPS index in the T2DM group were positively correlated with height.The left-side and mean DTIALPS index in the T2DM group were negatively correlated with high-density lipoprotein levels.CONCLUSION Cerebral glymphatic system dysfunction may mainly occur in the T2DM stage.Various clinical variables were found to affect the DTI-ALPS index in different glucose metabolism states.This study enhances our understanding of the pathophysiology of diabetic brain damage and provides some potential biological evidence for its early diagnosis. 展开更多
关键词 Glymphatic system PREDIABETES Type 2 diabetes mellitus Magnetic resonance imaging diffusion tensor imaging along the perivascular space
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Insights into glymphatic system dysfunction and glucose continuum
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作者 Tsvetelina Velikova Georgi Vasilev 《World Journal of Diabetes》 SCIE 2024年第12期2404-2408,共5页
In this article,we comment on an original article published in a recent issue of the World Journal of Diabetes.That observational cross-sectional study focused on investigating the function of the glymphatic system an... In this article,we comment on an original article published in a recent issue of the World Journal of Diabetes.That observational cross-sectional study focused on investigating the function of the glymphatic system and its clinical correlates in patients with different glucose metabolism states by using diffusion tensor imaging along the perivascular space(DTI-ALPS)index.It was shown that the cerebral glymphatic system may be dysfunctional in patients with type 2 diabetes.Various clinical variables affected the DTI-ALPS index in different glucose metabolism states.In conclusion,the study by Tian et al improves the under-standing of the pathophysiology of diabetes-associated brain damage and pro-vides insights for early diagnosis. 展开更多
关键词 Glymphatic system PREDIABETES Type 2 diabetes mellitus Magnetic reso-nance imaging diffusion tensor imaging along the perivascular space
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Numerical Methods for Semilinear Fractional Diffusion Equations with Time Delay 被引量:1
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作者 Shuiping Yang Yubin Liu +1 位作者 Hongyu Liu Chao Wang 《Advances in Applied Mathematics and Mechanics》 SCIE 2022年第1期56-78,共23页
In this paper,we consider the numerical solutions of the semilinear Riesz space-fractional diffusion equations(RSFDEs)with time delay,which constitute an important class of differential equations of practical signific... In this paper,we consider the numerical solutions of the semilinear Riesz space-fractional diffusion equations(RSFDEs)with time delay,which constitute an important class of differential equations of practical significance.We develop a novel implicit alternating direction method that can effectively and efficiently tackle the RSFDEs in both two and three dimensions.The numerical method is proved to be uniquely solvable,stable and convergent with second order accuracy in both space and time.Numerical results are presented to verify the accuracy and efficiency of the proposed numerical scheme. 展开更多
关键词 Semilinear Riesz space fractional diffusion equations with time delay implicit alternating direction method stability and convergence
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Exploration on the Possible Bump-on-Tail Instability in VASIMR
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作者 Dong Jing Lei Chang +4 位作者 Xin Yang Ying Xia Jin-Heng Zhang Hai-Shan Zhou Guang-Nan Luo 《Space(Science & Technology)》 2024年第1期674-686,共13页
The bump-on-tail(BOT)instability is generally caused by a beam of energetic particles existing in relatively cold background plasma.The employment of second-stage wave-driven module in the variable specific impulse ma... The bump-on-tail(BOT)instability is generally caused by a beam of energetic particles existing in relatively cold background plasma.The employment of second-stage wave-driven module in the variable specific impulse magnetoplasma rocket(VASIMR)yields the production of energetic ions,which could drive the BOT instability.The present work explores this possibility for the first time via numerical simulations based on the experimental data on the VASIMR,i.e.,referring to VX-50.It is found that the BOT instability does exist even in the plume region away from antenna.The results indicate that velocity space diffusion provides a stabilizing effect on the nonlinear evolution of waves,while dissipation in the bulk plasma essentially impedes it.To show the practical values implied by these computations,the influences of this BOT instability on the power coupling and thrust are investigated particularly.These findings are valuable for VASIMR,as well as other plasma thrusters that yield energetic particles inside relatively cold background plasma,to suppress BOT instability and thus increase the power coupling efficiency and thrust performance. 展开更多
关键词 numerical simulations beam energetic particles velocity space diffusion Vasimr power coupling bot instability bump tail instability energetic ionswhich
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