[{"data":1,"prerenderedAt":356},["ShallowReactive",2],{"$fPupOW-sGNdAx9diBqR832dy4QRA-PKjsUg0YnzJ2aHA":3,"$fDiwR3u-0wEQVuc_-YY7TLM24h7b7j_jhtuRrftg0Fng":50,"$fvBCk4GcXVpbEkci8IBsYSph7J64MZ6kLl2BvamoQgFg":65,"$fIuLrEhCuLGHK3A8wDAluG1OF8UqmlREfVPpUnaeFZrE":247,"requiredCourseNames_21026143":342,"opengraphListBase/HJh9Op8bCqRpjKJpyRi5yHQnezUHqJ4hD_a02IS7ebY":343,"opengraphListBase/3WiuRblNWUnMMT_f4u4i8ivzXzrHQSMsWocdXRmWbcg":344,"opengraphListBase/QcyHPgyJtI0uqc31Vche6Ysq1ZhVUXF5BL3BIvhcSes":345,"opengraphListBase/q-ujrBoHcb5qcV2pOqMIKu5Xgtf4rMxen1F6tZiyn4k":346,"opengraphListBase/RR1scPjQgD4nUrYzOUKfGvK1ixjlzg7v3YPvaNyeD1A":347,"opengraphListBase/RcesIN3rjzeYwJeAQOfP3sUw6QfpkFha3wJTKvWANnY":348,"opengraphListBase/BqMz0pZeP2qwuAFJKUJaSPIpA3VinKpYBomV585ZJok":349,"opengraphListBase/QfogulDgAmwOvDs1DGD3AvlYDMuD2SoOd0qjMNjzagk":350,"opengraphListBase/9v5nrBEqvRLygEI2DDNf3mq8qiR2he-Y9c6VhChca0w":351,"opengraphListBase/kP7POUboYDRwvXMP0igbyxUQSXG-G1aQMgQWfNO1qcg":352,"$frZq7LzEGRLGNZzegtomf73zsY1Oh3I_NKUgNYEc8Bak":353,"opengraphListBase/9y_bLx6NsoFwUlCrTenT_zQFjfzWxpVQJ08ZMGbDYVo":355},{"timeTableCode":4,"year":5,"title":6,"englishTitle":7,"url":8,"semester":9,"method":10,"credits":11,"lecturers":12,"office":13,"email":14,"website":15,"lastUpdate":16,"theme":17,"prerequisites":18,"recommends":14,"materials":19,"outline":20,"practicalContent":10,"selfStudy":21,"evaluation":22,"officeHours":23,"message":24,"others":25,"mainCategory":26,"numberingCodes":31,"grades":35,"periods":36,"keywords":38,"mainDepartment":10,"creditCategories":45,"requiredCourses":46,"requiredCategories":47,"requiredJudgements":48,"departmentIds":49},"21026143",2026,"量子物理工学基礎(大学院連携科目)","Fundamentals of Quantum Physics","https://kyoumu.office.uec.ac.jp/syllabus/2026/31/31_21026143.html","前学期","",2,"森下 亨","東6-528","N/A","https://www.edu.cc.uec.ac.jp/pc/toru/qmx/","2026-04-01T03:09:54.000Z","学域の量子力学第1と第2の知識をベースに、より進んだ内容について理解することを目標とする。\n量子力学第1と第2で学習した内容の理解が前提である。\nOn top of topics in undergraduate level quantum mechanics I and II, we learn about \nbasics of scattering theory, relativistic quantum mechanics, and some approximation methods.","量子力学第1、量子力学第1演習、量子力学第2、量子力学第2演習。これらで学習した内容の理解が前提である。\nQuantum mechanics I and II, and corresponding exercises.","参考書\n「量子力学 I、II」 小出 昭一郎 著 (裳華房)\n上級者向けの参考書:\n「量子力学 上下」 シッフ 著 (吉岡書店)\n「量子力学 I, II, III」 メシア 著 (東京図書) \n\nReference materials:\n「量子力学 I、II」 小出 昭一郎 著 (裳華房)\n「量子力学 上下」 シッフ 著 (吉岡書店)\n「量子力学 I, II, III」 メシア 著 (東京図書) ","以下、予定です。\n事情により内容が大幅に変わる可能性があります。\n板書します。適宜ノートをとるとよいでしょう。\n\n第 1回 散乱の量子論の基礎\n第 2回 散乱の量子論の基礎\n第 3回 散乱の量子論の基礎\n第 4回 散乱の量子論の基礎\n第 5回 散乱の量子論の基礎\n第 6回 散乱の量子論の基礎\n第 7回 散乱の量子論の基礎\n第 8回 相対論的量子論の基礎\n第 9回 相対論的量子論の基礎\n第10回 相対論的量子論の基礎\n第11回 相対論的量子論の基礎\n第12回 相対論的量子論の基礎\n第13回 相対論的量子論の基礎\n第14回 近似法\n第15回 近似法\n\n英語タイプ(Cc)により講義を実施\n\nFurther information will be announced via Course website.\n\n(Course content)\n1-7. Basics of quantum scattering theory\n8-13. Basics of relativistic quantum mechanics\n14-15. Some approximation methods\n\nNote: The contents are subject to change without notice.\nType(Cc):Japanese-based course with Japanese materials","講義内容の理解を促すために適宜問題を与えてレポートにして提出。レポートは必ず自分で問題を解き、詳細を記述すること。\nSome home work will be given.","評価方法:\n中間試験、期末試験の成績を主とし、レポートの成績を加えた総合成績による。\n\n評価基準:\n単位取得の条件は以下のとおりです。\n量子力学的ポテンシャル散乱について\n・定式化を概ね理解していること。\n・積分方程式の導出とそこから導かれる近似法について概ね理解していること。\n・部分は展開の方法とそこから導かれる近似法について概ね理解していること。\n相対論的量子力学について\n・クライン・ゴルドン方程式と簡単な系に対する解について概ね理解していること。\n・ディラック方程式と簡単な系に対する解について概ね理解していること。\n\n\n\n\na) Evaluation:\nGrades will be based on homework, mid-term and final exams.\nb) Criteria:\nThe credits may be earned if the following conditions are met.\n1. To be able to understand basics of quantum scattering theory.\n2. To be able to understand basics of relativistic quantum mechanics.\n3. To be able to understand approximation methods.","適宜対応します。\n\nappointment required","学域の量子力学第1、第2で学習した内容をきちんと理解していることが前提となります。量子力学は現代における物性科学や原子・分子物理学の根幹をなすものです。時間をとってしっかり勉強してください。\n\nQuantum mechanics is the basis of modern material science and atomic & molecular physics. Please spend time to understand it.","量子力学第1と第2で学習した内容の理解が前提である。\nThis course assumes that you have already completed QM1 and QM2.",{"id":27,"name":28,"supplement":29,"parentId":30},47,"自由科目",null,37,[32,33,34],"PHYa01m","PHYa01n","PHYa01p",[],[37],"月2",[39,40,41,42,43,44],"Quantum mechanics","relativity theory","scattering theory","散乱問題","相対論","量子力学",[],[],[],[],[],[51,55,58,62],{"id":52,"name":53,"judgeAt":54},1,"2年次終了審査","2年次終了時",{"id":11,"name":56,"judgeAt":57},"卒業研究着手審査","3年次終了時",{"id":59,"name":60,"judgeAt":61},3,"卒業審査","4年次終了時",{"id":63,"name":64,"judgeAt":57},4,"輪講履修条件",[66,163,190,240,243],{"id":52,"name":67,"supplement":29,"children":68},"総合文化科目",[69,73,105,109,113,137,141,145,158],{"id":70,"name":71,"supplement":29,"children":72},6,"人文・社会科学科目",[],{"id":74,"name":75,"supplement":29,"children":76},7,"言語文化科目",[77,89,101],{"id":78,"name":79,"supplement":29,"children":80},15,"言語文化科目I",[81,85],{"id":82,"name":83,"supplement":29,"children":84},18,"言語文化基礎科目I",[],{"id":86,"name":87,"supplement":29,"children":88},19,"言語文化応用科目I",[],{"id":90,"name":91,"supplement":29,"children":92},16,"言語文化科目II",[93,97],{"id":94,"name":95,"supplement":29,"children":96},20,"言語文化基礎科目II",[],{"id":98,"name":99,"supplement":29,"children":100},21,"言語文化応用科目II",[],{"id":102,"name":103,"supplement":29,"children":104},17,"言語文化演習科目",[],{"id":106,"name":107,"supplement":29,"children":108},8,"健康・スポーツ科学科目",[],{"id":110,"name":111,"supplement":29,"children":112},9,"理工系教養科目",[],{"id":114,"name":115,"supplement":29,"children":116},10,"上級科目",[117,121,125,129,133],{"id":118,"name":119,"supplement":29,"children":120},22,"A類「文化と社会」",[],{"id":122,"name":123,"supplement":29,"children":124},23,"B類「言語によるコミュニケーション」",[],{"id":126,"name":127,"supplement":29,"children":128},24,"C類「異文化の理解」",[],{"id":130,"name":131,"supplement":29,"children":132},25,"D類「現代の科学」",[],{"id":134,"name":135,"supplement":29,"children":136},26,"E類「健康とスポーツの科学」",[],{"id":138,"name":139,"supplement":29,"children":140},11,"国際科目",[],{"id":142,"name":143,"supplement":29,"children":144},12,"特別講義",[],{"id":146,"name":147,"supplement":148,"children":149},13,"日本語・日本文化科目","外国人留学生のみ",[150,154],{"id":151,"name":152,"supplement":29,"children":153},27,"日本語",[],{"id":155,"name":156,"supplement":29,"children":157},28,"日本文化科目",[],{"id":159,"name":160,"supplement":161,"children":162},14,"健康科学科目","先端工学基礎課程のみ",[],{"id":11,"name":164,"supplement":29,"children":165},"実践教育科目",[166,170,174,178,182,186],{"id":167,"name":168,"supplement":29,"children":169},29,"初年次導入科目",[],{"id":171,"name":172,"supplement":29,"children":173},30,"データサイエンス科目",[],{"id":175,"name":176,"supplement":29,"children":177},31,"倫理・キャリア教育科目",[],{"id":179,"name":180,"supplement":29,"children":181},32,"技術英語科目",[],{"id":183,"name":184,"supplement":161,"children":185},33,"産学連携教育科目",[],{"id":187,"name":188,"supplement":161,"children":189},34,"技術者教養科目",[],{"id":59,"name":191,"supplement":29,"children":192},"専門科目",[193,197,216,233,237],{"id":194,"name":195,"supplement":29,"children":196},35,"理数基礎科目",[],{"id":198,"name":199,"supplement":29,"children":200},36,"類共通基礎科目",[201,205,209,213],{"id":202,"name":203,"supplement":29,"children":204},40,"必修科目",[],{"id":206,"name":207,"supplement":29,"children":208},41,"選択必修科目",[],{"id":210,"name":211,"supplement":29,"children":212},42,"選択科目",[],{"id":214,"name":28,"supplement":29,"children":215},43,[],{"id":30,"name":217,"supplement":29,"children":218},"類専門科目",[219,222,225,228,230],{"id":220,"name":203,"supplement":29,"children":221},44,[],{"id":223,"name":207,"supplement":29,"children":224},45,[],{"id":226,"name":211,"supplement":29,"children":227},46,[],{"id":27,"name":28,"supplement":29,"children":229},[],{"id":231,"name":139,"supplement":29,"children":232},48,[],{"id":234,"name":235,"supplement":161,"children":236},38,"専門基礎科目",[],{"id":238,"name":191,"supplement":161,"children":239},39,[],{"id":63,"name":241,"supplement":29,"children":242},"共通単位",[],{"id":244,"name":245,"supplement":29,"children":246},5,"教職科目",[],[248,334],{"id":249,"name":250,"hidden":251,"children":252},1000,"昼間コース",true,[253,278,310],{"id":254,"name":255,"hidden":256,"children":257},1100,"I類 (情報系)",false,[258,262,266,270,274],{"id":259,"name":260,"hidden":256,"children":261},1101,"メディア情報学プログラム",[],{"id":263,"name":264,"hidden":256,"children":265},1102,"経営・社会情報学プログラム",[],{"id":267,"name":268,"hidden":256,"children":269},1103,"情報数理工学プログラム",[],{"id":271,"name":272,"hidden":256,"children":273},1104,"コンピュータサイエンスプログラム",[],{"id":275,"name":276,"hidden":256,"children":277},1105,"デザイン思考・データサイエンスプログラム",[],{"id":279,"name":280,"hidden":256,"children":281},1200,"II類 (融合系)",[282,298],{"id":283,"name":284,"hidden":256,"children":285},1210,"情報工学エリア",[286,290,294],{"id":287,"name":288,"hidden":256,"children":289},1211,"セキュリティ情報学プログラム",[],{"id":291,"name":292,"hidden":256,"children":293},1212,"情報通信工学プログラム",[],{"id":295,"name":296,"hidden":256,"children":297},1213,"電子情報学プログラム",[],{"id":299,"name":300,"hidden":256,"children":301},1220,"メカトロニクスエリア",[302,306],{"id":303,"name":304,"hidden":256,"children":305},1221,"計測・制御システムプログラム",[],{"id":307,"name":308,"hidden":256,"children":309},1222,"先端ロボティクスプログラム",[],{"id":311,"name":312,"hidden":256,"children":313},1300,"III類 (理工系)",[314,318,322,326,330],{"id":315,"name":316,"hidden":256,"children":317},1301,"機械システムプログラム",[],{"id":319,"name":320,"hidden":256,"children":321},1302,"電子工学プログラム",[],{"id":323,"name":324,"hidden":256,"children":325},1303,"光工学プログラム",[],{"id":327,"name":328,"hidden":256,"children":329},1304,"物理工学プログラム",[],{"id":331,"name":332,"hidden":256,"children":333},1305,"化学生命工学プログラム",[],{"id":335,"name":336,"hidden":251,"children":337},2000,"夜間主コース",[338],{"id":339,"name":340,"hidden":256,"children":341},2001,"先端工学基礎課程",[],[],{},{},{},{},{},{},{},{},{},{},{"url":15,"favicon":29,"title":354,"description":29,"image":29},"アクセス拒否",{"https://www.edu.cc.uec.ac.jp/pc/toru/qmx/":353},1775583431547]