•¨—Šw‰ΘŠJu‰Θ–Ϊ

ŽžŠΤŠ„
ƒR[ƒh
ŠwŠϊ‰Θ–Ϊ–Ό’S“–‹³ˆυ–ΌŠw”NŒ`‘Τ

32000
‘OŠϊ •¨—”Šw‡T
Mathematics in Physics I
•x“c@Œ›ˆκ(TOMITA Norikazu) 2”N,3”N,4”N u‹`

32030
ŒγŠϊ •¨—ŠwŽΐŒ±‡U
Laboratory Physics II
‹{’n ‹`”V(MIYACHI Yoshiyuki) 1”N ŽΐŒ±

32040
‘OŠϊ —ΝŠw‡T
Mechanics‡T
ŽΔ“c W•½(SHIBATA Shinpei) 2”N u‹`

32050
ŒγŠϊ —ΝŠw‡U
Mechanics ‡U
ŽΔ“c W•½(SHIBATA Shinpei) 2”N u‹`

32060
‘OŠϊ —ΝŠw‰‰K‡T
Recitation of Mechanics ‡T
‘κ‘ς Œ³˜a(TAKIZAWA Motokazu) 2”N ‰‰K

32070
ŒγŠϊ —ΝŠw‰‰K‡U
Recitation of Mechanics ‡U
‘κ‘ς Œ³˜a(TAKIZAWA Motokazu) 2”N ‰‰K

32080
‘OŠϊ “dŽ₯‹CŠw‡T
Electromagnetism I
”~—Ρ –LŽ‘(UMEBAYASHI Toyoharu) 2”N u‹`

32090
ŒγŠϊ “dŽ₯‹CŠw‡U
Electromagnetism II
”~—Ρ –LŽ‘(UMEBAYASHI Toyoharu) 2”N u‹`

32100
‘OŠϊ “dŽ₯‹CŠw‰‰K‡T
Recitation of Electromagnetism ‡T
ŒSŽi Cˆκ(GUNJI Shuichi) 2”N ‰‰K

32110
ŒγŠϊ “dŽ₯‹CŠw‰‰K‡U
Recitation of Electromagnetism ‡U
ŒSŽi Cˆκ(GUNJI Shuichi) 2”N ‰‰K

32120
‘OŠϊ •¨—”Šw‡V
Mathematics in Physics III
‰q“‘ –«(ETO Minoru) 2”N u‹`

32130
‘OŠϊ ”ME“Œv—ΝŠw‰‰K‡T
Recitation of Thermodynamics and Statistical Mechanics I
‘吼 ²³(OHNISHI Akimasa) ‚R”N ‰‰K

32140
‘OŠϊ •¨—ŽΐŒ±Šw
Basic Knowledge for Experimental Physics
–k‰Y Žη(KITAURA Mamoru) 2”N u‹`

32150
ŒγŠϊ •¨—ŠwŽΐŒ±‡V
Labratory Physics ‡V
‘吼 ²³(OHNISHI Akimasa),’†X Œ’”V(NAKAMORI Takeshi) 2”N ŽΐŒ±

32160
ŒγŠϊ —ΚŽq—ΝŠw‡T
Quantum Mechanics I
‰““‘ —΄‰ξ(ENDO Ryusuke) 2”N u‹`

32170
‘OŠϊ —ΚŽq—ΝŠw‡U
Quantum Mechanics II
‰““‘ —΄‰ξ(ENDO Ryusuke) 3”N u‹`

32180
ŒγŠϊ —ΚŽq—ΝŠw‰‰K‡T
Recitation of Quantum Mechanics I
ˆΐ“Œ G•τ (ANDO Hideo) 2”N ‰‰K

32190
‘OŠϊ —ΚŽq—ΝŠw‰‰K‡U
Recitation of Quantum Mechanics II
‰q“‘ –«(ETO Minoru) 3”N ‰‰K

32200
‘OŠϊ ”ME“Œv—ΝŠw‡T
Statistical and Thermal Phyiscs
•x“c Œ›ˆκ(TOMITA Norikazu) 3”N u‹`

32210
ŒγŠϊ ”ME“Œv—ΝŠw‡U
Statistical and Thermal Phyiscs
•x“c Œ›ˆκ(TOMITA Norikazu) 3”N u‹`

32220
‘OŠϊ ˜A‘±‘Μ—ΝŠw
Continuous Fluid Dymamics
”~—Ρ –LŽ‘(UMEBAYASHI Toyoharu) 3”N u‹`

32230
‘OŠϊ “dŽ₯‹CŠw‡V
Electromagnetism III
‹g“c _Ži (YOSHIDA Hiroshi) 3”N u‹`

32240
ŒγŠϊ ”ME“Œv—ΝŠw‰‰K‡U
Recitation of Thermodynamics and Statistical Mechanics II
ˆΐ“Œ G•τ (ANDO Hideo) 3”N ‰‰K

32260
‘OŠϊ •ϊŽΛό•¨—Šw
Introduction to Radiation Physics
–εŠ “~Žχ(TOKANAI Fuyuki) 3”N u‹`

32270
ŒγŠϊ —ΚŽq—ΝŠw‡V
Quantum Mechanics III
‰q“‘ –«(ETO Minoru) 3”N u‹`

32280
ŒγŠϊ ‘Š‘Ξ˜_
Relativity
‰““‘ —΄‰ξ(ENDO Ryusuke) 3”N u‹`

32290
ŒγŠϊ •¨—‹ZpŽΐK
Laboratory of basic technique in experimental physics
–εŠ “~Žχ(TOKANAI Fuyuki) 3”N ŽΐK

32300
ŒγŠϊ Œ»‘γ“V•ΆŠw“ό–ε
Introduction to Modern Astronomy
ŽΔ“c W•½(SHIBATA Shinpei) 3”N u‹`

32310
ŒγŠϊ •¨«•¨—Šw
Solid State Physics
–k‰Y Žη(KITAURA MAMORU) 3”N u‹`

32320
‘OŠϊ Œ΄ŽqŠj•¨—Šw
Nuclear physics
‹{’n ‹`”V(MIYACHI Yoshiyuki) 3”NC4”N u‹`

32330
ŒγŠϊ ‘f—±Žq•¨—Šw
Elementary Particle Physics
Šβ“c ‚L(IWATA Takahiro) 3”NC4”N u‹`

32350
‘OŠϊ “ΑŽκu‹`‚b
Special Lecture C
Ξ“c@–M•v(kunio ISHIDA) 4”N u‹`

32355
‘OŠϊ “ΑŽκu‹`‚c
Special Lecuture D
²“‘ Œφ–@ (SATO KIMINORI) 4”N u‹`

32360
‘OŠϊ “ΑŽκu‹`‚d
Special Lecture E
ŽOŠp ŽχO (MISUMI Tatsuhiro) 4”N u‹`

32365
‘OŠϊ “ΑŽκu‹`‚e
special lecture F
{“c@—˜”ό (SUDA Toshimi) 4”N u‹`

32890
’Κ”N Œ€‹†ŽΐŒ±
Experimental Research
•¨—Šw‰Θ‘S‹³ˆυ 4”N ŽΐK

32895
’Κ”N —˜_Œ€‹†
Theoretical Research
•¨—Šw‰Θ‘S‹³ˆυ 4”N ŽΐK