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Competition Between Self-birth and Catalyzed Death in Aggregation Growth with Catalysis Injection

Communications in Theoretical Physics 2009年第12期52卷 1139-1148页

作者： chen dan lin zhen-quan sun yun-fei ke jian-hong Department of Physics Wenzhou University Wenzhou 325027 China

We propose two irreversible aggregation growth models of aggregates of two distinct species （.4 and B） to study the interactions between virus aggregates and medicine efficacy aggregates in the virus-medicine cooperative evolution system. The A-species aggregates evolve driven by self monomer birth and B-species aggregate-catalyzed monomer death in model I and by self birth, catalyzed death, and self monomer exchange reactions in model II, while the catalyst B-species aggregates are assumed to be injected into the system sustainedly or at a periodic time-dependent rate. The kinetic behaviors of the A-species aggregates are investigated by the rate equation approach based on the mean-field theory with the self birth rate kernel IA（k） = Ik, catalyzed death rate kernel JAB（k） = Jk and self exchange rate kernel KA （k, l） = Kkl. The kinetic behaviors of the A-species aggregates are mainly dominated by the competition between the two effects of the self birth （with the effective rate I） and the catalyzed death （with the effective rate JB0）, while the effects of the self exchanges of the A-species aggregates which appear in an effective rate KAo play important roles in the cases of I 〉 JBo and I = JBo. The evolution behaviors of the total mass M1^A（t） and the total aggregate number MA（t） are obtained, and the aggregate size distribution ak（t） of species A is found to approach a generalized scaling form in the case of I ≥ JBo and a special modified scaling form in the case of I 〈 JB0. The periodical evolution of the B-monomers concentration plays an exponential form of the periodic modulation.

关键词： evolution behavior aggregation growth scaling rate equation

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Kinetic Behaviors of Catalysis-Driven Growth of Three-Species Aggregates on Base of Exchange-Driven Aggregations

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Communications in Theoretical Physics 2009年第6期51卷 1042-1054页

作者： sun yun-fei chen dan lin zhen-quan ke jian-hong Department of Physics Wenzhou University Wenzhou 325027 China

We propose a solvable aggregation model to mimic the evolution of population A, asset B, and the quantifiable resource C in a society. In this system, the population and asset aggregates themselves grow through selfexchanges with the rate kernels Kl（k,j） = K1kj and K2（h,j） = K2kj, respectively. The actions of the population and asset aggregations on the aggregation evolution of resource aggregates are described by the population-catalyzed monomer death of resource aggregates and asset-catalyzed monomer birth of resource aggregates with the rate kerne/s J1（k,j）=J1k and J2（k,j） = J2k, respectively. Meanwhile, the asset and resource aggregates conjunctly catalyze the monomer birth of population aggregates with the rate kernel I1 （k,i,j） = I1ki^μjη, and population and resource aggregates conjunctly catalyze the monomer birth of asset aggregates with the rate kernel /2（k, i, j） = I2ki^νj^η. The kinetic behaviors of species A, B, and C are investigated by means of the mean-field rate equation approach. The effects of the population-catalyzed death and asset-catalyzed birth on the evolution of resource aggregates based on the self-exchanges of population and asset appear in effective forms. The coefficients of the effective population-catalyzed death and the asset-catalyzed birth are expressed as J1e = J1/K1 and J2e= J2/K2, respectively. The aggregate size distribution of C species is found to be crucially dominated by the competition between the effective death and the effective birth. It satisfies the conventional scaling form, generalized scaling form, and modified scaling form in the cases of J1e〈J2e, J1e=J2e, and J1e〉J2e, respectively. Meanwhile, we also find the aggregate size distributions of populations and assets both fall into two distinct categories for different parameters μ,ν, and η：（i） When μ=ν=η=0 and μ=ν=η=1, the population and asset aggregates obey the generalized scaling forms; and （ii） When μ=ν=1,η=0, and μ=ν=η=1, the population and asset aggregates exp

关键词： kinetic behavior exchange-driven growth catalyzed birth/death rate equations

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CEPC Technical Design Report

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Radiation Detection Technology and Methods 2024年第1期8卷 I0003-I0016,1-1091页

作者： Waleed Abdallah Tiago Carlos Adorno de Freitas Konstantin Afanaciev Shakeel Ahmad Ijaz Ahmed Xiaocong Ai Abid Aleem Wolfgang Altmannshofer Fabio Alves Weiming An Rui An daniele Paolo Anderle Stefan Antusch Yasuo Arai Andrej Arbuzov Abdesslam Arhrib Mustafa Ashry Sha Bai Yu Bai Yang Bai Vipul Bairathi Csaba Balazs Philip Bambade Yong Ban Tripamo Bandyopadhyay Shou-Shan Bao Desmond P.Barber Ayse Bat Varvara Batozskaya Subash Chandra Behera Alexander Belyaev Michele Bertucci Xiao-Jun Bi Yuanjie Bi Tianjian Bian Fabrizio Bianchi Thomas Biekotter Michela Biglietti Shalva Bilanishvili Deng Binglin Denis Bodrov Anton Bogomyagkov Serge Bondarenko Stewart Boogert Maarten Boonekamp Marcello Borri Angelo Bosotti Vincent Boudry Mohammed Boukidi Igor Boyko Ivanka Bozovic Giuseppe Bozzi Jean-Claude Brient Anastasiia Budzinskaya Masroor Bukhari Vladimir Bytev Giacomo Cacciapaglia Hua Cai Wenyong Cai Wujun Cai Yijian Cai Yizhou Cai Yuchen Cai Haiying Cai Huacheng Cai Lorenzo Calibbi Junsong Cang Guofu Cao jianshe Cao Antoine Chance Xuejun Chang Yue Chang Zhe Chang Xinyuan Chang Wei Chao Auttakit Chatrabhuti Yimin Che Yuzhi Che Bin chen danping chen Fuqing chen Fusan chen Gang chen Guoming chen Hua-Xing chen Huirun chen Jinhui chen Ji-Yuan chen Kai chen Mali chen Mingjun chen Mingshui chen Ning chen Shanhong chen Shanzhen chen Shao-Long chen Shaomin chen Shiqiang chen Tianlu chen Wei chen Xiang chen Xiaoyu chen Xin chen Xun chen Xurong chen Ye chen Ying chen Yukai chen Zelin chen Zilin chen Gang chen Boping chen Chunhui chen Hok Chuen cheng Huajie cheng Shan cheng Tongguang cheng yunlong Chi Pietro Chimenti Wen Han Chiu Guk Cho Ming-Chung Chu Xiaotong Chu Ziliang Chu Guglielmo Coloretti Andreas Crivellin Hanhua Cui Xiaohao Cui Zhaoyuan Cui Brunella D'Anzi ling-yun Dai Xinchen Dai Xuwen Dai Antonio De Maria Nicola De Filippis Christophe De La Taille Francesca De Mori Chiara De Sio Elisa Del Core Shuangxue Deng Wei-Tian Deng Zhi Deng Ziyan Deng Bhupal Dev Tang Dewen Biagio Di Micco Ran Ding Siqin Dingl Yadong Ding Haiyi Dong jianin AGH University of Science and Technology Faculty of Physics and Applied Computer ScienceKrakow Anhui University HefeiAnhui Applied Physics Department Federal Urdu University of ArtsScience and TechnologyIslamabad Banaras Hindu University Institute of ScienceVaranasi Bandirma Onyedi Eylul University Bandirma Beihang University Beijing Beijing Computational Science Research Center Beijing Beijing Conveyi LTD Beijing Beijing Glass Research Institute Co. LtdBeijing Beijing Institute of Technology Beijing Beijing Normal University Beijing Brown University ProvidenceRI Budker Institute of Nuclear Physics Novosibirsk Cadi Ayyad University Laboratory of Fundamental and Applied PhysicsPolydisciplinary FacultyMarrakech Cairo University Giza Center for Theory and Computation National Tsing Hua UniversityHsinchu Central China Normal University WuhanHubei Central South University ChangshaHunan Centro de Fisica Teorica de Particulas Universidade Tecnica de LisboaLisboa chengdu KaitengSifang Digital Radio&TV Equipment Co. LtdChengduSichuan China academy of engineering physics MianyangSichuan China building materials academy Beijing China Center of Advanced Science and Technology Beijing China Institute of Atomic Energy Beijing China Jiliang University HangzhouZhejiang China Nuclear Instrument CO. LTDBeijing China University of Geosciences Beijing China University of Geosciences WuhanHubei China University of Mining and Technology XuzhouJiangsu China West Normal University NanchongSichuan Chongqing University Department of PhysicsChongqing Chulalongkorn University Bangkok City University of hong Kong Department of PhysicsHong Kong Cockcroft Institute Daresbury Cornell University IthacaNY CPPM(AMU/IPhU&CNRS/INP) Marseille Dalian Minzu University DalianLiaoning Dalian University of Technology Department of PhysicsDalian Deutsches Elektronen-Synchrotron DESY Hamburg Dzhelepov Laboratory of Nuclear Problems of Joint Institute for Nuclear Research(DLNP JINR) Dubna East China University Of Science And Technol

The Circular Electron Positron Collider(CEPC)is a large scientific project initiated and hosted by China,fostered through extensive collaboration with international *** complex comprises four accelerators:a 30 GeV linac,a 1.1 GeV Damping Ring,a Booster capable of achieving energies up to 180 GeV,and a Collider operating at varying energy modes(Z,W,H,and tt).The linac and Damping Ring are situated on the surface,while the subterranean Booster and Collider are housed in a 100 km circumference underground tunnel,strategically accommodating future expansion with provisions for a potential Super Proton Proton Collider(SPPC).The CEPC primarily serves as a Higgs *** its baseline design with synchrotron radiation(SR)power of 30 MW per beam,it can achieve a luminosity of 5×10^(34)cm^(-2)s^(-1)per interaction point(IP),resulting in an integrated luminosity of 13 ab^(-1)for two IPs over a decade,producing 2.6 million Higgs *** the SR power to 50 MW per beam expands the CEPC's capability to generate 4.3 million Higgs bosons,facilitating precise measurements of Higgs coupling at sub-percent levels,exceeding the precision expected from the HL-LHC by an order of *** Technical Design Report(TDR)follows the Preliminary Conceptual Design Report(Pre-CDR,2015)and the Conceptual Design Report(CDR,2018),comprehensively detailing the machine's layout,performance metrics,physical design and analysis,technical systems design,R&D and prototyping efforts,and associated civil engineering ***,it includes a cost estimate and a preliminary construction timeline,establishing a framework for forthcoming engineering design phase and site selection *** is anticipated to begin around 2027-2028,pending government approval,with an estimated duration of 8 *** commencement of experiments and data collection could potentially be initiated in the mid-2030s.

关键词： initiated exceeding precise

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严重创伤患者紧急救治血液保障模式与输血策略中国专家共识(2024版)

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中华创伤杂志 2024年第10期40卷 865-881页

作者：卢尧李阳张雷英唐昊敬慧丹王耀丽贾向志巴立卞茂红蔡丹蔡辉蔡晓红查占山陈秉宇陈大庆陈凤陈国安陈海鸣陈静陈敏陈青陈舒陈玺程金凤褚晓凌崔红旺崔欣达珍戴莹邓素容董伟群范为民冯珂付丹晖付涌水傅奇傅雪梅甘佳甘新宇高伟巩怀证桂嵘郭庚韩宁郝一文何武兵洪强侯瑞琴侯卫胡婕胡培阳胡熙胡晓玉黄光斌黄婕黄象艳黄远帅浑守永蒋学兵金平赖冬乐爱平黎红梅李碧娟李翠莹李代红李海宏李贺李辉李剑平李宁李喜莹李湘民李小飞李晓娟李志强李忠俊李尊严梁华钦梁晓华廖冬发廖群廖燕林甲进刘春霞刘凤华刘培贤刘铁梅刘小信刘志伟刘中砥陆华栾建凤骆建军骆群吕定丰吕琪吕先萍马爱军马立强马曙轩马现君马小刚马晓莉毛国庆穆士杰聂少林欧阳淑娟欧阳锡林潘春球潘健潘晓华彭磊彭涛钱宝华乔姝秦莉任颖任召祺戎瑞明苏常山孙明伟孙文武孙振威唐海平唐晓峰唐长玖陶翠华田志彬汪娟王宝燕王春燕王革非王海燕王鸿捷王鹏王鹏里王秋实王晓宁王新华王学锋王勇王勇军王远杰王志华韦少俊魏亚明文键波文军吴江吴巨峰夏爱军夏飞夏荣谢珏邢颜超熊雁徐峰徐永柱许永安晏永和燕备战杨江杨江存杨军杨新文杨勇毅姚春艳叶明亮尹昌林尹明尹文于连玲于淑红余泽波郁毅刚喻安永袁红袁燚张婵张进军张军张凯张磊冰张泉张荣江张三明张生吉张硕张伟张伟东张晰张兴文章桂喜章晓军赵国庆赵建鹏赵树铭郑蓓蓓郑山根周华友周吉成周砺宏周谋周小玉周雪莲周源周政周祖皇朱海燕朱培元朱长举祝丽丽王正国蒋建新汪德清兰炯采王全立于洋张连阳文爱清中华医学会临床输血学分会中华医学会创伤学分会创伤急救与多发伤学组中华医学会灾难医学分会青年学组陆军军医大学陆军特色医学中心重庆400042 陆军军医大学陆军特色医学中心创伤与化学中毒全国重点实验室重庆400042 中国人民解放军总医院第一医学中心北京100853 军事医学研究院卫生勤务与血液研究所北京100850 浙江大学医学院附属第二医院杭州310009 安徽医科大学第一附属医院合肥230022 湘潭市中心医院湘潭411100 中国医学科学院北京协和医学院输血研究所成都610052 上海交通大学医学院附属瑞金医院上海200025 海军军医大学第一附属医院上海200433 浙江省人民医院杭州310014 温州医科大学附属第二医院温州325027 内蒙古自治区人民医院呼和浩特010017 武汉市血液中心武汉430030 南昌大学第一附属医院南昌330006 河北医科大学第三医院石家庄050051 乌鲁木齐市血液中心乌鲁木齐830000 南京大学医学院附属鼓楼医院南京210008 浙江省血液中心杭州310052 重庆两江新区人民医院重庆401121 株洲市中心医院株洲412000 福建省疾病预防控制中心福州350012 海南医学院第一附属医院海口570102 贵州省血液中心贵阳550001 西藏自治区血液中心拉萨850000 中国人民解放军联勤保障部队第九二〇医院昆明650000 重庆医科大学附属永川医院重庆402160 昆明医科大学第一附属医院昆明650032 江西省血液中心南昌330052 宁夏医科大学总医院银川750001 福建医科大学附属协和医院福州350001 广州市第一人民医院广州510080 重庆市血液中心重庆400015 成都市血液中心成都610042 中国医学科学院北京协和医院北京100730 中国人民解放军西部战区总医院成都610083 华中科技大学同济医学院附属同济医院武汉430030 山东省血液中心济南250014 中南大学湘雅三医院长沙410013 山西医科大学第一医院太原030001 上海同济大学附属东方医院上海200120 中国医科大学附属第一医院沈阳110001 福建省立医院福州350001 厦门大学附属第一医院厦门361003 北京大学人民医院北京100044 青海省血液中心西宁810007 浙江省天台县人民医院天台317200 昆明市儿童医院昆明650228 安徽省血液中心合肥230031 重庆大学附属中心医院重庆市急救医疗中心重庆400014 湖南省人民医院(湖南师范大学附属第一医院) 长沙410001 中国人民解放军联勤保障部队第九六〇医院济南250031 西南医科大学附属医院泸州646000 山东第一医科大学附属省立医院济南250021 中国人民解放军总医院第六医学中心北京100048 余姚市人民医院余姚315400 厦门医学院附属第二医院厦门361005 重庆市垫江县人民医院重庆408300 中南大学湘雅医院长沙410008 空军军医大学空军特色医学中心北京100142 天津市第一中心医院天津300192 山西省中西医结合医院太原030013 安徽医科大学第二附属医院合肥230601 辽宁省血液中心沈阳110044 中国医学科学院肿瘤医院北京100021 首都医科大学附属北京友谊医院北京100050 兰州大学第二医院兰州730030 上海市第六人民医院上海201599 陆军军医大学第二附属医院重庆400037 北华大学附属医院吉林132000 广州血液中心广州510095 大连市血液中心大连116001 广西医科大学第三附属医院南宁530007 兰州大学第一医院兰州730030 哈尔滨医科大学附属第一医院哈尔滨150010 山西医科大学第二医院太原030000 吉林大学中日联谊医院长春130062 山东第一医科大学第一附属医院(山东省千佛山医院) 济南250013 浙江大学医学院附属邵逸夫医院杭州310016 重庆医科大学附属第二医院重庆400010 中国人民解放军东部战区总医院南京210002 中国人民解放军联勤保障部队第九〇三医院杭州310013 中国人民解放军总医院第五医学中心北京100071 宁波大学附属第一医院宁波315010 天津大学应急医学研究院天津300072 郑州大学第一附属医院郑州450052 河北省血液中心石家庄050004 中国人民解放军联勤保障部队第九〇〇医院福州350025 首都医科大学附属北京儿童医院北京100045 山东大学齐鲁医院济南250012 西藏自治区人民医院拉萨850000 河南省红十字血液中心郑州450012 荆州市中心血站荆州434099 空军军医大学第二附属医院西安710038 株洲市中心血站株洲412007 湖南省肿瘤医院/中南大学湘雅医

严重创伤患者对救治时效性要求极高,输血在此类患者的紧急救治阶段发挥着不可替代的作用。越来越多的循证医学证据和临床经验表明,早期输注低效价O型全血或平衡比例红细胞、血浆和血小板等成分血的止血复苏策略将使严重创伤大出血患者... 详细信息

严重创伤患者对救治时效性要求极高,输血在此类患者的紧急救治阶段发挥着不可替代的作用。越来越多的循证医学证据和临床经验表明,早期输注低效价O型全血或平衡比例红细胞、血浆和血小板等成分血的止血复苏策略将使严重创伤大出血患者获益。然而,当前国内血液保障模式不能完全满足临床对严重创伤患者紧急救治输血的时效性和有效性需求。针对我国严重创伤紧急救治血液保障模式与输血策略中存在的关键问题,中华医学会临床输血学分会、中华医学会创伤学分会创伤急救与多发伤学组和中华医学会灾难医学分会青年学组组织国内输血医学和创伤救治专家,基于循证医学证据并结合Delphi法专家咨询投票,共同制订《严重创伤患者紧急救治血液保障模式与输血策略中国专家共识(2024版)》,从血液保障模式和输血策略两个方面共提出10条推荐意见,为严重创伤紧急救治阶段的输血复苏提供参考,以期进一步提高严重创伤患者的救治成功率。

关键词：创伤和损伤急救输血专家共识

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