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It is concluded that the standard theory remains the only one which is compatible with present quantum mechanics. Hence, if one wants to avoid the conclusion that quantum mechanics only gives probability connections between subsequent observations, the quantum-mechanical equations would have to be modified. Particular attention is paid to the case that the measuring apparatus is macroscopic and its state vector not accurately known before the measurement.\u003C\u002Fjats:p>","\u003Cjats:p>Thuyết đo lường tiêu chuẩn trong cơ học lượng tử được xem xét lại với nhấn mạnh đặc biệt vào các hệ quả khái niệm và nhận thức luận. Kết luận đưa ra là thuyết đo lường tiêu chuẩn vẫn là thuyết duy nhất tương thích với cơ học lượng tử hiện tại. Do đó, nếu muốn tránh kết luận rằng cơ học lượng tử chỉ cung cấp các mối liên hệ xác suất giữa những quan sát kế tiếp, các phương trình cơ học lượng tử sẽ phải được điều chỉnh. Sự chú ý đặc biệt được dành cho trường hợp thiết bị đo lường là vĩ mô và vectơ trạng thái của nó không được biết chính xác trước khi đo lường.\u003C\u002Fjats:p>",{"EN":453,"VI":454},"The Problem of Measurement","Vấn Đề Đo Lường",{"VI":236},{"VOID":457},"10.1119\u002F1.1969254",[120],[122],"https:\u002F\u002Fpubs.aip.org\u002Fajp\u002Farticle\u002F31\u002F1\u002F6\u002F1037984\u002FThe-Problem-of-Measurement",[462],{"id":463,"sortIndex":25,"researcher":24,"roles":464,"affiliations":465,"properties":474,"displayName":476,"givenName":24,"familyName":24},"cb114acb-1ba0-4b23-8778-0c54d4d8f30a",[],[466],{"id":467,"sortIndex":25,"affiliation":468,"properties":24},"418398c8-f466-42d4-ae85-c9074a03285d",{"id":467,"createTime":24,"updateTime":24,"relativeEntities":469,"slug":24,"properties":470,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":473,"statistic":24},[],{"title":471},{"VI":472},"Princeton University, Princeton, New Jersey",[],{"title":475,"openalex":477},{"EN":476},"E. 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Wigner",{"VOID":478},"A5006868097",{"url":24,"publisher":480,"properties":523},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":481,"slug":10,"properties":482,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":487,"manageAffiliations":492,"indexDatabases":503,"url":84,"thumbnailPath":24,"statistic":518,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":483,"eissn":484,"issn":485,"title":486},{"VOID":13},{"VOID":15},{"VOID":17},{"EN":19},[488],{"id":28,"createTime":24,"updateTime":24,"relativeEntities":489,"label":490,"description":491,"parentId":24,"standard":24,"scholarHubFieldId":24},[],{"EN":31},{},[493,498],{"id":35,"createTime":24,"updateTime":24,"relativeEntities":494,"slug":24,"properties":495,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":497,"statistic":24},[],{"title":496},{"EN":39},[],{"id":42,"createTime":24,"updateTime":24,"relativeEntities":499,"slug":24,"properties":500,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":502,"statistic":24},[],{"title":501},{"EN":46},[],[504,511],{"id":50,"indexDatabase":505,"url":61,"indexYears":62,"academicFieldIds":510,"indexDatabaseRanking":65},{"id":52,"createTime":24,"updateTime":24,"relativeEntities":506,"label":507,"description":508,"key":58,"publicationTags":509,"standard":24},[],{"EN":55,"VI":55},{"EN":55,"VI":57},[60],[64],{"id":67,"indexDatabase":512,"url":80,"indexYears":24,"academicFieldIds":517,"indexDatabaseRanking":24},{"id":69,"createTime":24,"updateTime":24,"relativeEntities":513,"label":514,"description":515,"key":76,"publicationTags":516,"standard":24},[],{"EN":72,"VI":72},{"EN":74,"VI":75},[78,79],[82,83],{"impactFactor":25,"impactFactorByYear":519,"i10Index":87,"i10IndexLast5Year":25,"totalPublication":87,"totalPublicationByYear":520,"totalCitation":90,"totalCitationByYear":521,"totalCitationPerPublication":95,"totalCitationPerPublicationByYear":522,"hindexLast5Year":87,"hindex":87},{},{"1968":89,"1997":89,"1999":89},{"1968":92,"1997":93,"1999":94},{"1968":92,"1997":93,"1999":94},{"issue":524,"pages":526,"volume":528},{"VOID":525},"1",{"VOID":527},"6-15",{"VOID":529},"31",807,{"total":530,"publishYear":532,"statisticByYear":533},1963,{"2012":534,"2013":535,"2014":536,"2015":537,"2016":538,"2017":535,"2018":539,"2019":540,"2020":535,"2021":541,"2022":537,"2023":542,"2024":87},48,13,19,14,15,9,50,22,20,"1963-01-01",[65,78],[],{"id":547,"createTime":548,"updateTime":549,"relativeEntities":550,"slug":551,"properties":552,"entityType":117,"verifyStatus":247,"verifyTime":566,"verifyNote":248,"languages":567,"translateLanguages":568,"viewCount":25,"primaryUrl":569,"fullTextUrl":24,"authors":570,"publicationType":151,"publisherRelationship":588,"citationCount":639,"citationInfo":640,"publishDate":654,"publishYear":641,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":655,"openAccess":24,"references":656,"isForceReanalyzing":223},"0aa0ab03-2aa4-4332-9066-a1dc26b07720","2024-09-19T00:42:11.636+00:00","2025-02-06T04:34:29.049+00:00",[],"Solitary-wave-solutions-of-nonlinear-wave-equations",{"openalex":553,"mag":555,"abstract":557,"title":560,"keywords":563,"doi":564},{"VOID":554},"W2061496940",{"VOID":556},"2061496940",{"EN":558,"VI":559},"\u003Cjats:p>A method is proposed for obtaining traveling-wave solutions of nonlinear wave equations that are essentially of a localized nature. It is based on the fact that most solutions are functions of a hyperbolic tangent. This technique is straightforward to use and only minimal algebra is needed to find these solutions. The method is applied to selected cases.\u003C\u002Fjats:p>","\u003Cjats:p>Đề xuất một phương pháp để thu được các giải pháp sóng đi của các phương trình sóng phi tuyến có tính chất chủ yếu là dạng tập trung. Phương pháp này dựa trên thực tế rằng hầu hết các giải pháp là các hàm của tang hyperbolic. Kỹ thuật này dễ dàng sử dụng và chỉ cần một lượng đại số tối thiểu để tìm ra những giải pháp này. Phương pháp được áp dụng cho các trường hợp được chọn.\u003C\u002Fjats:p>",{"EN":561,"VI":562},"Solitary wave solutions of nonlinear wave equations","Giải pháp sóng đơn độc cho các phương trình sóng phi tuyến",{"VI":236},{"VOID":565},"10.1119\u002F1.17120","2024-09-19T00:42:11.635+00:00",[120],[122],"https:\u002F\u002Fpubs.aip.org\u002Fajp\u002Farticle\u002F60\u002F7\u002F650\u002F1041237\u002FSolitary-wave-solutions-of-nonlinear-wave",[571],{"id":572,"sortIndex":25,"researcher":24,"roles":573,"affiliations":574,"properties":583,"displayName":585,"givenName":24,"familyName":24},"ab98c9ac-7941-4dfc-821d-9ca9b32bc1dc",[],[575],{"id":576,"sortIndex":25,"affiliation":577,"properties":24},"3306b755-8033-4c6d-a3f9-a16d0555df3a",{"id":576,"createTime":24,"updateTime":24,"relativeEntities":578,"slug":24,"properties":579,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":582,"statistic":24},[],{"title":580},{"EN":581},"Department of Physics, University of Antwerp (UIA), B-2610 Wilrijk, Belgium",[],{"title":584,"openalex":586},{"EN":585},"W. 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The results are compared briefly with those for Ising and Heisenberg chains of spin 12.\u003C\u002Fjats:p>","\u003Cjats:p>Người ta quan sát thấy rằng năng lượng tự do, độ nhạy và các hàm tương quan cho một chuỗi tuyến tính N spin với liên kết Heisenberg đồng nhất kề cận có thể được tính toán rõ ràng trong giới hạn (cổ điển) của spin vô hạn. Các kết quả được so sánh ngắn gọn với các kết quả cho chuỗi spin Ising và Heisenberg có spin 1\u002F2.\u003C\u002Fjats:p>",{"EN":672,"VI":673},"Magnetism in One-Dimensional Systems—The Heisenberg Model for Infinite Spin","Từ Tính Trong Các Hệ Một Chiều—Mô Hình Heisenberg Cho Spin Vô Hạn",{"VI":236},{"VOID":676},"10.1119\u002F1.1970340",[120],[122],"https:\u002F\u002Fpubs.aip.org\u002Fajp\u002Farticle\u002F32\u002F5\u002F343\u002F1047015\u002FMagnetism-in-One-Dimensional-Systems-The",[681],{"id":682,"sortIndex":25,"researcher":24,"roles":683,"affiliations":684,"properties":693,"displayName":695,"givenName":24,"familyName":24},"809c0f3e-b278-47ad-b16f-f6849a71713b",[],[685],{"id":686,"sortIndex":25,"affiliation":687,"properties":24},"3137d0bf-48c2-4503-94fb-ec83171ff409",{"id":686,"createTime":24,"updateTime":24,"relativeEntities":688,"slug":24,"properties":689,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":692,"statistic":24},[],{"title":690},{"EN":691},"The Rockefeller Institute, New York 21, New York",[],{"title":694,"openalex":696},{"EN":695},"Michael E. 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The method is applied to various types of molecules; explicit expressions are derived for linear, symmetric top, planar, and nonplanar asymmetric top molecules. The number of isotopic species on which measurements must be made to complete the structural determination, i.e., determine the position of every atom in the molecule, is discussed for various types of molecules. An application of the method to the determination of mass difference ratios is also considered.\u003C\u002Fjats:p>","\u003Cjats:p>Một phương pháp được mô tả để xác định vị trí của một nguyên tử trong phân tử từ các phép đo quang phổ trên hai loài đồng vị của phân tử. Phương pháp này được áp dụng cho nhiều loại phân tử khác nhau; các biểu thức rõ ràng được suy diễn cho phân tử hình thẳng, hình đỉnh đối xứng, hình phẳng và hình đỉnh không phẳng đối xứng. Số lượng các loài đồng vị mà phép đo phải được thực hiện để hoàn thành việc xác định cấu trúc, tức là xác định vị trí của mọi nguyên tử trong phân tử, được thảo luận cho nhiều loại phân tử khác nhau. Một ứng dụng của phương pháp này để xác định tỷ lệ chênh lệch khối lượng cũng được xem xét.\u003C\u002Fjats:p>",{"EN":779,"VI":780},"Determination of Molecular Structure from Microwave Spectroscopic Data","Xác định Cấu trúc Phân tử từ Dữ liệu Quang phổ Vi sóng",{"VI":236},{"VOID":783},"10.1119\u002F1.1933338",[120],[122],"https:\u002F\u002Fpubs.aip.org\u002Fajp\u002Farticle\u002F21\u002F1\u002F17\u002F1034756\u002FDetermination-of-Molecular-Structure-from",[788],{"id":789,"sortIndex":25,"researcher":24,"roles":790,"affiliations":791,"properties":800,"displayName":802,"givenName":24,"familyName":24},"c196bbb2-82a1-41f6-9a67-730e22e9ef89",[],[792],{"id":793,"sortIndex":25,"affiliation":794,"properties":24},"180501d7-ee18-4978-842b-adea9fe070da",{"id":793,"createTime":24,"updateTime":24,"relativeEntities":795,"slug":24,"properties":796,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":799,"statistic":24},[],{"title":797},{"EN":798},"WESTINGHOUSE RESEARCH LABORATORIES, EAST PITTSBURGH, PENNSYLVANIA.",[],{"title":801,"openalex":803},{"EN":802},"J. Kraitchman",{"VOID":804},"A5060122464",{"url":24,"publisher":806,"properties":849},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":807,"slug":10,"properties":808,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":813,"manageAffiliations":818,"indexDatabases":829,"url":84,"thumbnailPath":24,"statistic":844,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":809,"eissn":810,"issn":811,"title":812},{"VOID":13},{"VOID":15},{"VOID":17},{"EN":19},[814],{"id":28,"createTime":24,"updateTime":24,"relativeEntities":815,"label":816,"description":817,"parentId":24,"standard":24,"scholarHubFieldId":24},[],{"EN":31},{},[819,824],{"id":35,"createTime":24,"updateTime":24,"relativeEntities":820,"slug":24,"properties":821,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":823,"statistic":24},[],{"title":822},{"EN":39},[],{"id":42,"createTime":24,"updateTime":24,"relativeEntities":825,"slug":24,"properties":826,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":828,"statistic":24},[],{"title":827},{"EN":46},[],[830,837],{"id":50,"indexDatabase":831,"url":61,"indexYears":62,"academicFieldIds":836,"indexDatabaseRanking":65},{"id":52,"createTime":24,"updateTime":24,"relativeEntities":832,"label":833,"description":834,"key":58,"publicationTags":835,"standard":24},[],{"EN":55,"VI":55},{"EN":55,"VI":57},[60],[64],{"id":67,"indexDatabase":838,"url":80,"indexYears":24,"academicFieldIds":843,"indexDatabaseRanking":24},{"id":69,"createTime":24,"updateTime":24,"relativeEntities":839,"label":840,"description":841,"key":76,"publicationTags":842,"standard":24},[],{"EN":72,"VI":72},{"EN":74,"VI":75},[78,79],[82,83],{"impactFactor":25,"impactFactorByYear":845,"i10Index":87,"i10IndexLast5Year":25,"totalPublication":87,"totalPublicationByYear":846,"totalCitation":90,"totalCitationByYear":847,"totalCitationPerPublication":95,"totalCitationPerPublicationByYear":848,"hindexLast5Year":87,"hindex":87},{},{"1968":89,"1997":89,"1999":89},{"1968":92,"1997":93,"1999":94},{"1968":92,"1997":93,"1999":94},{"issue":850,"pages":851,"volume":853},{"VOID":525},{"VOID":852},"17-24",{"VOID":854},"21",1535,{"total":855,"publishYear":857,"statisticByYear":858},1953,{"2012":859,"2013":860,"2014":649,"2015":861,"2016":862,"2017":863,"2018":864,"2019":534,"2020":651,"2021":865,"2022":758,"2023":862,"2024":757},25,34,35,40,44,41,46,"1953-01-01",[65,78],[],{"id":870,"createTime":871,"updateTime":872,"relativeEntities":873,"slug":874,"properties":875,"entityType":117,"verifyStatus":247,"verifyTime":871,"verifyNote":248,"languages":889,"translateLanguages":890,"viewCount":25,"primaryUrl":891,"fullTextUrl":24,"authors":892,"publicationType":151,"publisherRelationship":925,"citationCount":975,"citationInfo":976,"publishDate":990,"publishYear":977,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":991,"openAccess":24,"references":992,"isForceReanalyzing":223},"b8fa1a38-5134-4b44-b747-9bbf2b460a33","2024-09-21T22:34:13.797+00:00","2025-02-06T04:31:44.372+00:00",[],"Efficiency-of-a-Carnot-engine-at-maximum-power-output",{"openalex":876,"mag":878,"abstract":880,"title":883,"keywords":886,"doi":887},{"VOID":877},"W2084255008",{"VOID":879},"2084255008",{"EN":881,"VI":882},"\u003Cjats:p>The efficiency of a Carnot engine is treated for the case where the power output is limited by the rates of heat transfer to and from the working substance. It is shown that the efficiency, η, at maximum power output is given by the expression η = 1 − (T2\u002FT1)1\u002F2 where T1 and T2 are the respective temperatures of the heat source and heat sink. It is also shown that the efficiency of existing engines is well described by the above result.\u003C\u002Fjats:p>","\u003Cjats:p>Hiệu suất của động cơ Carnot được xem xét trong trường hợp công suất đầu ra bị giới hạn bởi tốc độ truyền nhiệt vào và ra khỏi chất làm việc. Được chỉ ra rằng hiệu suất, η, tại công suất đầu ra tối đa được cho bởi biểu thức η = 1 − (T2\u002FT1)1\u002F2, trong đó T1 và T2 lần lượt là nhiệt độ của nguồn nhiệt và bể nhiệt. Cũng được chỉ ra rằng hiệu suất của các động cơ hiện có được mô tả tốt bởi kết quả trên.\u003C\u002Fjats:p>",{"EN":884,"VI":885},"Efficiency of a Carnot engine at maximum power output","Hiệu suất của động cơ Carnot tại công suất tối đa",{"VI":236},{"VOID":888},"10.1119\u002F1.10023",[120],[122],"https:\u002F\u002Fpubs.aip.org\u002Fajp\u002Farticle\u002F43\u002F1\u002F22\u002F1049841\u002FEfficiency-of-a-Carnot-engine-at-maximum-power",[893,910],{"id":894,"sortIndex":25,"researcher":24,"roles":895,"affiliations":896,"properties":905,"displayName":907,"givenName":24,"familyName":24},"d52636b9-a656-4e20-84d1-3dd1e50063b4",[],[897],{"id":898,"sortIndex":25,"affiliation":899,"properties":24},"94ac606e-8b9a-4d00-aa95-9c9470729444",{"id":898,"createTime":24,"updateTime":24,"relativeEntities":900,"slug":24,"properties":901,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":904,"statistic":24},[],{"title":902},{"VI":903},"Department of Physics, University of British Columbia, Vancouver B.C., Canada",[],{"title":906,"openalex":908},{"EN":907},"F. L. Curzon",{"VOID":909},"A5068379776",{"id":911,"sortIndex":89,"researcher":24,"roles":912,"affiliations":913,"properties":920,"displayName":922,"givenName":24,"familyName":24},"8caad1af-4180-4e4b-9939-b67c20165747",[],[914],{"id":898,"sortIndex":25,"affiliation":915,"properties":24},{"id":898,"createTime":24,"updateTime":24,"relativeEntities":916,"slug":24,"properties":917,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":919,"statistic":24},[],{"title":918},{"VI":903},[],{"title":921,"openalex":923},{"EN":922},"B. Ahlborn",{"VOID":924},"A5027497861",{"url":24,"publisher":926,"properties":969},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":927,"slug":10,"properties":928,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":933,"manageAffiliations":938,"indexDatabases":949,"url":84,"thumbnailPath":24,"statistic":964,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":929,"eissn":930,"issn":931,"title":932},{"VOID":13},{"VOID":15},{"VOID":17},{"EN":19},[934],{"id":28,"createTime":24,"updateTime":24,"relativeEntities":935,"label":936,"description":937,"parentId":24,"standard":24,"scholarHubFieldId":24},[],{"EN":31},{},[939,944],{"id":35,"createTime":24,"updateTime":24,"relativeEntities":940,"slug":24,"properties":941,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":943,"statistic":24},[],{"title":942},{"EN":39},[],{"id":42,"createTime":24,"updateTime":24,"relativeEntities":945,"slug":24,"properties":946,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":948,"statistic":24},[],{"title":947},{"EN":46},[],[950,957],{"id":50,"indexDatabase":951,"url":61,"indexYears":62,"academicFieldIds":956,"indexDatabaseRanking":65},{"id":52,"createTime":24,"updateTime":24,"relativeEntities":952,"label":953,"description":954,"key":58,"publicationTags":955,"standard":24},[],{"EN":55,"VI":55},{"EN":55,"VI":57},[60],[64],{"id":67,"indexDatabase":958,"url":80,"indexYears":24,"academicFieldIds":963,"indexDatabaseRanking":24},{"id":69,"createTime":24,"updateTime":24,"relativeEntities":959,"label":960,"description":961,"key":76,"publicationTags":962,"standard":24},[],{"EN":72,"VI":72},{"EN":74,"VI":75},[78,79],[82,83],{"impactFactor":25,"impactFactorByYear":965,"i10Index":87,"i10IndexLast5Year":25,"totalPublication":87,"totalPublicationByYear":966,"totalCitation":90,"totalCitationByYear":967,"totalCitationPerPublication":95,"totalCitationPerPublicationByYear":968,"hindexLast5Year":87,"hindex":87},{},{"1968":89,"1997":89,"1999":89},{"1968":92,"1997":93,"1999":94},{"1968":92,"1997":93,"1999":94},{"issue":970,"pages":971,"volume":973},{"VOID":525},{"VOID":972},"22-24",{"VOID":974},"43",2157,{"total":975,"publishYear":977,"statisticByYear":978},1975,{"2012":643,"2013":979,"2014":980,"2015":981,"2016":982,"2017":983,"2018":984,"2019":985,"2020":986,"2021":987,"2022":988,"2023":989,"2024":758},86,81,110,114,101,130,78,104,116,112,113,"1975-01-01",[65,78],[],{"id":994,"createTime":995,"updateTime":996,"relativeEntities":997,"slug":998,"properties":999,"entityType":117,"verifyStatus":247,"verifyTime":995,"verifyNote":248,"languages":1013,"translateLanguages":1014,"viewCount":25,"primaryUrl":1015,"fullTextUrl":24,"authors":1016,"publicationType":151,"publisherRelationship":1034,"citationCount":1084,"citationInfo":1085,"publishDate":1099,"publishYear":1086,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":1100,"openAccess":24,"references":1101,"isForceReanalyzing":223},"9715dcb2-e44e-4846-af53-ea6c99f05b10","2024-09-12T12:38:22.625+00:00","2025-02-06T04:30:49.616+00:00",[],"Life-at-low-Reynolds-number",{"openalex":1000,"mag":1002,"abstract":1004,"title":1007,"keywords":1010,"doi":1011},{"VOID":1001},"W2056370235",{"VOID":1003},"2056370235",{"EN":1005,"VI":1006},"\u003Cjats:p>E d i t o r’s note: This is a reprint (slightly edited) of a paper of the same title that appeared in the book Physics and Our World: A Symposium in Honor of Victor F. Weisskopf, published by the American Institute of Physics (1976). The personal tone of the original talk has been preserved in the paper, which was itself a slightly edited transcript of a tape. The figures reproduce transparencies used in the talk. The demonstration involved a tall rectangular transparent vessel of corn syrup, projected by an overhead projector turned on its side. Some essential hand waving could not be reproduced.\u003C\u002Fjats:p>","\u003Cjats:p>Ghi chú của Biên tập viên: Đây là bản in lại (đã chỉnh sửa một chút) của một bài báo cùng tiêu đề đã xuất hiện trong cuốn sách Vật lý và Thế giới của chúng ta: Một hội thảo nhân danh Victor F. Weisskopf, xuất bản bởi Viện Vật lý Hoa Kỳ (1976). Giọng văn cá nhân của bài phát biểu gốc đã được giữ nguyên trong bài báo này, mà bản thân nó là một bản sao đã chỉnh sửa nhẹ của một bản ghi âm. Các hình vẽ tái hiện lại độ trong suốt được sử dụng trong bài phát biểu. Phần trình diễn bao gồm một bình chứa trong suốt hình chữ nhật cao đựng siro ngô, được chiếu bằng một máy chiếu trên cao xoay ngang. Một số cử chỉ tay thiết yếu không thể tái hiện.\u003C\u002Fjats:p>",{"EN":1008,"VI":1009},"Life at low Reynolds number","Cuộc sống ở số Reynolds thấp",{"VI":236},{"VOID":1012},"10.1119\u002F1.10903",[120],[122],"https:\u002F\u002Fpubs.aip.org\u002Fajp\u002Farticle\u002F45\u002F1\u002F3\u002F1043148\u002FLife-at-low-Reynolds-number",[1017],{"id":1018,"sortIndex":25,"researcher":24,"roles":1019,"affiliations":1020,"properties":1029,"displayName":1031,"givenName":24,"familyName":24},"c45e111c-cb65-4206-b6e4-26390dfbf62b",[],[1021],{"id":1022,"sortIndex":25,"affiliation":1023,"properties":24},"d844b7cf-b3c0-4485-bec7-82f33549957b",{"id":1022,"createTime":24,"updateTime":24,"relativeEntities":1024,"slug":24,"properties":1025,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":1028,"statistic":24},[],{"title":1026},{"EN":1027},"Lyman Laboratory, Harvard University, Cambridge, Massachusetts 02138",[],{"title":1030,"openalex":1032},{"EN":1031},"Edward M. Purcell",{"VOID":1033},"A5070727013",{"url":24,"publisher":1035,"properties":1078},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":1036,"slug":10,"properties":1037,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":1042,"manageAffiliations":1047,"indexDatabases":1058,"url":84,"thumbnailPath":24,"statistic":1073,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":1038,"eissn":1039,"issn":1040,"title":1041},{"VOID":13},{"VOID":15},{"VOID":17},{"EN":19},[1043],{"id":28,"createTime":24,"updateTime":24,"relativeEntities":1044,"label":1045,"description":1046,"parentId":24,"standard":24,"scholarHubFieldId":24},[],{"EN":31},{},[1048,1053],{"id":35,"createTime":24,"updateTime":24,"relativeEntities":1049,"slug":24,"properties":1050,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":1052,"statistic":24},[],{"title":1051},{"EN":39},[],{"id":42,"createTime":24,"updateTime":24,"relativeEntities":1054,"slug":24,"properties":1055,"entityType":24,"verifyStatus":24,"verifyTime":24,"verifyNote":24,"languages":24,"translateLanguages":24,"viewCount":24,"url":24,"parentIds":1057,"statistic":24},[],{"title":1056},{"EN":46},[],[1059,1066],{"id":50,"indexDatabase":1060,"url":61,"indexYears":62,"academicFieldIds":1065,"indexDatabaseRanking":65},{"id":52,"createTime":24,"updateTime":24,"relativeEntities":1061,"label":1062,"description":1063,"key":58,"publicationTags":1064,"standard":24},[],{"EN":55,"VI":55},{"EN":55,"VI":57},[60],[64],{"id":67,"indexDatabase":1067,"url":80,"indexYears":24,"academicFieldIds":1072,"indexDatabaseRanking":24},{"id":69,"createTime":24,"updateTime":24,"relativeEntities":1068,"label":1069,"description":1070,"key":76,"publicationTags":1071,"standard":24},[],{"EN":72,"VI":72},{"EN":74,"VI":75},[78,79],[82,83],{"impactFactor":25,"impactFactorByYear":1074,"i10Index":87,"i10IndexLast5Year":25,"totalPublication":87,"totalPublicationByYear":1075,"totalCitation":90,"totalCitationByYear":1076,"totalCitationPerPublication":95,"totalCitationPerPublicationByYear":1077,"hindexLast5Year":87,"hindex":87},{},{"1968":89,"1997":89,"1999":89},{"1968":92,"1997":93,"1999":94},{"1968":92,"1997":93,"1999":94},{"issue":1079,"pages":1080,"volume":1082},{"VOID":525},{"VOID":1081},"3-11",{"VOID":1083},"45",3918,{"total":1084,"publishYear":1086,"statisticByYear":1087},1977,{"2012":1088,"2013":1088,"2014":1089,"2015":1090,"2016":1091,"2017":1092,"2018":1093,"2019":1094,"2020":1095,"2021":1096,"2022":1097,"2023":213,"2024":1098},166,173,206,200,229,253,230,285,319,240,136,"1977-01-01",[65,78],[],{"id":1103,"createTime":1104,"updateTime":1104,"relativeEntities":1105,"slug":1106,"properties":1107,"entityType":117,"verifyStatus":247,"verifyTime":1104,"verifyNote":248,"languages":1118,"translateLanguages":24,"viewCount":25,"primaryUrl":1119,"fullTextUrl":24,"authors":1120,"publicationType":151,"publisherRelationship":1153,"citationCount":759,"citationInfo":1204,"publishDate":1208,"publishYear":1205,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":1209,"openAccess":24,"references":1210,"isForceReanalyzing":223},"2897436e-3a2a-4538-b5fc-461d80848d51","2025-01-25T01:48:29.617+00:00",[],"Acoustic-quality-factor-and-energy-losses-in-cylindrical-pipes",{"openalex":1108,"mag":1110,"abstract":1112,"title":1114,"doi":1116},{"VOID":1109},"W2056736355",{"VOID":1111},"2056736355",{"EN":1113},"\u003Cjats:p>The quality factor Q of a damped oscillator equals 2π times the ratio of stored energy to the energy dissipated per cycle. This makes Q a sensitive probe of energy losses. Using modest equipment, we measured the acoustical Q for a set of cylindrical pipes having the same resonant frequency, but different diameters D. The graph of Q vs D could be well fitted with two parameters, one of which corresponds to energy loss via radiation from the ends of the pipe, and the other to thermal and viscous losses very close to the pipe wall. The wall loss parameter was quite constant no matter where the pipes were located, but the radiative loss parameter varied significantly with location inside a room, suggesting that room reflections affected the sound radiated from the pipe. 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