S p e c i a l M a t r i c e s. a l g o r i t h m. intert y msofdiou blystoc
|
|
|
- Shannon Lewis
- 6 years ago
- Views:
Transcription
1 M D O : 8 / M z G D z F zw z z P Dẹ O B M B N O U v O NO - v M v - v v v K M z z - v v MC : B ; 9 ; C vk C G D N C - V z N D v - v v z v W k W - v v z v O v : v O z k k k q k - v q v M z k k k M O k v z Mv z k z v : k k k k k k v k k k
2 M q D O : q M q 8 q - v v v k z D O : E - : 8 / q M - - G D * q q q q q q q q q z z - F z q W q q z z - P D O B M B N O q U v O N D ˆ v - M -v - ˆ v z - v - F v v z W ˆ z ˆ K ˆ ˆ M -z z P ˆ D ˆ - ˆ - v O B ˆ ˆ ˆ q ˆ ˆ - M B - ˆ ˆ MC : ˆ B 9 ˆ N O ˆ U ˆ v -C ˆ v- k- N ˆ C O - G D N - C V z v q M N D v v v v ˆ z ˆ v - W ˆ k q v k q ˆ ˆ q q ˆ K v M z q z z q v O q v k q k v : q q v O q k MC : B ; k 9 ; k q q k C v v k ˆ ˆ C q v ˆ D M N z ˆ ˆ q V ˆ q q q -- z q --- ˆ k k -- - M O- k- - q k N D v v ˆ ˆ z Mv z - -k v v q k z q q v : q k q k q k k q k q q k z v k q k v q k k k q k k q v v v * E : v
3 G D F - z v k F z v v W - - v q v Ω Bk z F Ω v - B k v λ +λ λ + λ v λ W z v v v z k v H P k M M H P - - v F C v k k z v z v k - z v v v F z z z z z v z z z z z π π π π π π v π π q z O q - W z C k v G W - v q - v v - v v
4 G D - - G F- D q k -k - F q k k z v F q z - v F v q v q z D v v z z z ˆ z v q ; q W v z ; O q q k k; k > v k + ˆ z ; C O W Bk z F C O --v q z q k - q k - B k- O O v q k v z z v z q v q z q W z k+ v ˆ + k+ + ˆ N + v z v k + 8 q q W z q v v q --- -z-- --k v -v H P k- q M k q q v q k z k v H q k M H P P - q k - k M q v q - q - q -- -F - M - -C q - - H v - q P ˆ k q k q q k q k q z - v - z v - -k q - v q q q k q - F C v q k q v v q z v v v k ˆ F z z z z- v z ˆ z- ˆ z z z q z v v v q z q q F z z z z z v z W z z z z z q - - -C k q k v - -G -W
5 z q q q q z q q z! F G v - F -! k k z v F G v! v F k k; F - - z ; z F F G v z z q v q F q z ; v F F ; k ; z q q q ; z - - W z ; z q F q W q > q q z z q q > k k; ˆ ; Mv ; z - ; k k+ q v k k v + Mv q F P - z ; k- k α k/k ; v - k + α < αk q + k αk q + k + k + z k αk z + αk + P z z ˆ k z ; k k k k + q q > k ˆ k α α k k z k q q q α α k k z M - v - kz ˆ -k q > k k k ; q Mv - ; M v -- k v q z z q k k k + k q z z k z k z z k z k P P q z q z P z z k ; z k π v π / k k πk + k + π P q k z < + P F k + v + z ; k + k + q - k z k z k v k + k + z k - q v q F z q q q - z k v k 9 v q q & & k z k z k + q q v q q z z z k z z + z
6 G D G D G D q q α Eq: V k-k k q q O O O k-k k V V α V k O F v α α Oα α k O O O V k-k-k-k k O ˆ k- k-k ˆ O O V α k F v V α k α α α k V α k k V v F v v z z- ; k V αk+ V k ˆ ˆ v z α v ˆ ˆ ˆ ˆ ˆ - v z z v z v - q z z v z ; z z Eq: q z q - q -z - P k ; k k V C z k + z z z P k k; C z z C - - z z q z C W v Eq: v z W v - q q -z q q q q q z k C F q - v ˆ q v C F q q q z - ; v q q z z q q q k q q k q : z v z - v k zk : F z- v k q z q -z q z v k q z- k F k k k P q k q k k k ; z k ˆ k ˆ k k+ ˆ q ˆ k k ˆ k z C k k + k q k q k ˆ z- k k - - q M- - q - - v-v - - W v - + k + k + v q z q q k k v- - q z q z - q k -z q F q v q z z - z B k C q F ˆ M vv v v q q z q v z k v q q q q q q q : q z z v k q z
7 z F v z z B q - v z
8 z q! q q q z q q z F -! v : q! v O : q F q q q : q q q q q O : q F * v - - z q * q q * z * : ˆ v C- z ; O : q q ˆ ˆ M v z ˆ - q -z q ˆ z q ˆ + C v v z- ˆ - z ; M v z z v v z v v z; : v z v q : ˆ v ˆ v v v q v z ˆ ˆ ; v -- q ˆ v z ˆ v k C V v k q z V ; k - - v k M v k zv αk+ q z V αk+ v v v k E v v v 8 z ; E ˆ v 8 z v - v - v 9 v q q q- v v - k- - k - ; - - q q q ˆ q v q q q q q v q q k V k + V k + ˆ
9 G D : : 8 W k v k M v v v C k H v k C k k v v H v v v k C k k v k v k G - v q k z G - kk v v : z G - v Ā z z v v v 8 : O : k P k k W G P v q ; - B B k
10 G D : G D - q v : - v- - v- v- v- -z -z : 8 W k v q q k M v v v - - -C q q k : k-- - H v W k C q k k q k v v M H v v v C v v v q q q --- H --k- --C- v k -- k k v k- q k q k v k G q C v k q k z k v v H q k G -k k - q * * v - v - * * * v v v * * : q q q q z q - q G - * z k q C - z k v v v- v ˆ - ˆ k 8 v q k q : k q C * C O : k q q q q G k k q ˆ - - ˆ - v P v - -k ˆ - - ˆ k ˆ W ˆ - - : q q z G - q G q q P v q q * - z v q q - z - - v q - q q v * v q
11 z q - q q - z -v q - -- z q - q - z q * z v z v q q ˆ * q q q q q ˆ ˆ q ˆ Ā q ˆ k q k k q E k q k k E 9 ˆ 9 ˆ 8 8 ˆ * E ˆ k q ˆ k B k q q Ā * - - -E v * B - v E q q N q q q v q v E v N v 9! - - E 8! -F F q v v C q k C k q ˆ q k E q k k ˆ v q B k v B M N Y k 99 q v q B k C q vm k C B C U M v P q C N N Y 99 B M z E v q k q k B C M C C B P G C v G v P C Ω J C 9-98 q k q k B M z v v B P G C v 98! v Ω J C q k q k B P G C v G C O J C F 9 98 C q k q k B P G C v C O k J C 9 k v B M N Y k 99 B C M C C U v B M z 9 B P G C v O J C 9 98 B P G C v O J C 9 8
12 G D q k G D q k C C M F E G D B k 8 C C C M M F F E M E M B k q k q k G D G D G D G D F Z z D M q k 8 q k G D F Z DO : / D M DO : 8 G 9 q C M D F q E M F á q F Z q q q z B k D M G H H q k 9 q k C M F E M F J E G Pó q F 9 9 C U q B k 9 vc M P C F M E M F 988 J H v M W D M C q C k D C q M k 8 U v G 8 P H C 8 H 8 J W M E G O kg q B H C H q J E : F Mz 9 G P 9 q F C U C v N P Y M k F M 988 q C J H M v M W 988 C P E C M C 9 U q - k W M E M á q k O J k H B C B v k q E M J : q W C C N - Y k U F Z v M - B q N P C Y q k k F M q k W M O k B q C q : Mz P E M N Y k 9 q E k M q k F M B k E q F Z M B q N Y P E M 9 q k q k E M B k E J q k q k F Z M B q N Y k
S O A O lllllu O, W E D N E S D A Y N E X T ; D E C 2 9 t h. R E D U C T I O N S. 3 1, 3 2, 3 3, R o b e r t s o n S t., 2 & 3 Q a r e m o n t,
2» q» Z - - Qk»Q») v Q [ z -? ( 27 2 - ( q - < 5 75 7 v v 50 Q > vk 3 Q - -v- 2 3 7> 27
A n.. a l y.. s i s.. a n.. d.. G.. e.. o.. m.. e.. t r y.. i.. n.. M.. e t r i c.. S.. p a.. c e.. s \ centerline
G O I : 4 8 G 3 v- G G 6 9 4 O I : 4 8 / 3 v O I : G 4 3 8 / 6 94 3 v G 3 9 4 - J K w * w - J K v w w : - - v - - w wv w w - F I6 FI F 6 Uv w F Uv ˆ v v ˆ wv wk W w - - : W w - v - w v w H w - v w v 8
THE I Establiifrad June, 1893
89 : 8 Y Y 2 96 6 - - : - 2 q - 26 6 - - q 2 2 2 4 6 4«4 ' V () 8 () 6 64-4 '2" () 6 ( ) * 'V ( 4 ) 94-4 q ( / ) K ( x- 6% j 9*V 2'%" 222 27 q - - K 79-29 - K x 2 2 j - -% K 4% 2% 6% ' K - 2 47 x - - j
Lowell Dam Gone Out. Streets Turned I n t o Rivers. No Cause For Alarm Now However As This Happened 35 Years A&o
V ()\\ ))? K K Y 6 96 Y - Y Y V 5 Z ( z x z \ - \ - - z - q q x x - x 5 9 Q \ V - - Y x 59 7 x x - Y - x - - x z - z x - ( 7 x V 9 z q &? - 9 - V ( x - - - V- [ Z x z - -x > -) - - > X Z z ( V V V
LOWELL. MICHIGAN, THURSDAY, AUGUST 16, Specialty Co. Sells to Hudson Mfg. Company. Ada Farmer Dies When Boat Tips
K N» N - K V XXXV - N 22 N 5 V N N q N 0 " " - x Q- & V N -" Q" 24-?? 2530 35-6 9025 - - K ; ) ) ( _) ) N K : ; N - K K ) q ( K N ( x- 89830 z 7 K $2000 ( - N " " K : K 89335 30 4 V N
Gwinnett has an amazing story to share, spanning 200 years from 1818 until today.
I B, Lm, W - D I C Dm 15, 1818, W C, m D I. T m m m Ck Ck m Jk C. B m, 30, A 20. T mk, B, v v m C. m, m 1776, C C. O A 2, 1776, D I,. C v 437 q m xm 280,000. D 1980, C k, m v. A, 2010, j v 800,000 j m
M e t ir c S p a c es
A G M A A q D q O I q 4 78 q q G q 3 q v- q A G q M A G M 3 5 4 A D O I A 4 78 / 3 v D OI A G M 3 4 78 / 3 54 D D v M q D M 3 v A G M 3 v M 3 5 A 4 M W q x - - - v Z M * A D q q q v W q q q q D q q W q
z 0 > 0 z = 0 h; (x, 0)
n = (q 1,..., q n ) T (,, t) V (,, t) L(,, t) = T V d dt ( ) L q i L q i = 0, i = 1,..., n. l l 0 l l 0 l > l 0 {x} + = max(0, x) x = k{l l 0 } +ˆ, k > 0 ˆ (x, z) x z (0, z 0 ) (0, z 0 ) z 0 > 0 x z =
i r-s THE MEMPHIS, TENN., SATURDAY. DEGfMBER
N k Q2 90 k ( < 5 q v k 3X3 0 2 3 Q :: Y? X k 3 : \ N 2 6 3 N > v N z( > > :}9 [ ( k v >63 < vq 9 > k k x k k v 6> v k XN Y k >> k < v Y X X X NN Y 2083 00 N > N Y Y N 0 \ 9>95 z {Q ]k3 Q k x k k z x X
Whitney Grummon. She kick started a fire in my soul Teaching me a tool to cleanse my mind That ll last a life time. That s how I will remember
W Gmm S kk f m T m m m T f m T I mmb N m p f p f f G L A f b k, b k v M k b p:, bb m, m f m, v. A b m, f mm mm f v b G p. S m m z pp pv pm f, k mk, f v M. I m, I m, fm k p x. S f 45 m m CMS, I p mf,. B
LOWELL JOURNAL CRESP0 REIGNS. MICE DESTROY #10,000 CASH. T O W E L L S T A T E B A N K,
N V 2 2 7 2 9 2 K K «KN < K KY KK K KN ( *
LHS Grads Are 89 in Number Hahn,
KMU D N Q «««v v 8 v K v C Cv U v U v M M D M 3 v U v 8 v x M v Dv Dv v v v v v ( 6 : C C N 4 M C v v U C C «v q v q M - 8 v v v v M: v : x v v v v : v : x vv x v v v x - x x $00000 - v x 73 x 80 Y-X Y
LOWELL STORES SERVE THRONGS OF LOV PEOPLE ON FRIDAY NIGHT
J p M 879 61 p 260 M G W j p : b p pp M M K p b J M G * p P p b p p D W P p b G 14 b p qp j b p p p J p z M- K W W G Gbb Wb M J W W K G J D D b b P P M p p b p p b b p J W ; p jb b p x b p p b b W Pp pp
LIGHT DUTY DIFFERENTIAL
B F FF PP P # /............................4...................................4-5 F.....................................5.....................................6-7 P PP Z.....................................7...................................7
FINITE p-groups WITH A UNIQUENESS CONDITION FOR NON-NORMAL SUBGROUPS. Zvonimir Janko University of Heidelberg, Germany
GLASNIK MATEMATIČKI Vol. 40(60)(2005), 235 240 FINITE p-groups WITH A UNIQUENESS CONDITION FOR NON-NORMAL SUBGROUPS Zvonimir Janko University of Heidelberg, Germany Abstract. We determine up to isomorphism
ATLANTA, GEORGIA, DECEMBER 12, No. 13. D r. M. L. B r i t t a i n T e l l s S t u d e n t s C o n t r a c t I s B r o k e n
Z-V. XX,, D 141.. 13 ' ' b v k ; D... k x 1 1 7 v f b k f f ' b,, b J 7 11:30 D... D. b " vv f, bv." x v..., bk, b v ff., b b Jk,., f ' v v z. b f. f f b v 123. k,., - f x 123. ' b 140-41, f " f" b - 141-42
A Cluster-based Approach for Biological Hypothesis Testing and its Application
-b B J k, J S Y, M D S, D B I Uv- Uv, F W, I, US {kj,j,@} b v b, v N, O, F b v, v, vv b W z, β-,, b b v q W,, b b b v b : b v b β-, b b b I,,,, b-,, I INRODUION qk b v [] O G Lk,,, k, v, b vv b [] v v
Problem Set 4 Momentum and Continuous Mass Flow Solutions
MASSACHUSETTS INSTITUTE OF TECHNOLOGY Department of Physics Physics 8.01 Fall 2012 Problem Set 4 Momentum and Continuous Mass Flow Solutions Problem 1: a) Explain why the total force on a system of particles
LOWELL JOURNAL. LOWSLL, MICK., WSSDNaSDAY", FEB 1% 1894:
? jpv J V# 33 K DDY % 9 D Y D z K x p * pp J - jj Q D V Q< - j «K * j G»D K* G 3 zz DD V V K Y p K K 9 G 3 - G p! ( - p j p p p p Q 3 p ZZ - p- pp p- D p pp z p p pp G pp G pp J D p G z p _ YK G D xp p-
and A I L j T O S O L O LOWELL, MICHIGAN, THURSDAY, AUG. 1, 1935
Y D D Y 5 VD D Y D D - ( D K D ( > Kz j K D x j ; K D D K x z ( D K D ( ; ) ( ) V DY - j! ) : x x x j K D K j DY 95 Y-D Y D D j 5 4 V 89 j j j j 89 j 4998 9 j K 8 j V x j K x x 5 x x x j - K 4- -D K 4-
Una aad Ark«m*. I cuim tie la.-seit HTni«.ent 9. Twenty.? S 3 S 3 CLOTHS, MEMPHIS, TENN., SATURDAY. JANUARY 18, 1873.
8! (!> > > ( v 7 q! v Y vq! >5! #! g k gg y y k Q G [x y k xv < zg > 9 _ 7 v ) 6 4 { k & x > 5! k & \ ) >% G > k k x k< G < q k>{> y k k kk k 2 k y y k ( y k y y Y g
RENEWABLE IDEA LESSON PLANS
RENEWABLE IDEA LESSON PLANS LESSON PLANS ESSON PLANS CONTENT LESSON PLAN 1 Mv: W k b? W? P E N T 4 R T m vm. T, m. C 3R m. U 4 R, b, b, b. T b mk k m mm m. AIM T b b 4R. OBJECTIVES T k b b. T 3R b v b.
Electrical energy & Capacitance
Electrical energy & Capacitance PHY232 Remco Zegers zegers@nscl.msu.edu Room W109 cyclotron building http://www.nscl.msu.edu/~zegers/phy232.html work previously A force is conservative if the work done
2. Waves with higher frequencies travel faster than waves with lower frequencies (True/False)
PHY 2049C Final Exam. Summer 2015. Name: Remember, you know this stuff Answer each questions to the best of your ability. Show ALL of your work (even for multiple choice questions), you may receive partial
LOWELL JOURNAL. DEBS IS DOOMED. Presldrtit Cleveland Write* to the New York Democratic Rilltors. friends were present at the banquet of
X 9 Z X 99 G F > «?« - F # K-j! K F v G v x- F v v» v K v v v F
G r a y T a k e s P o s t. A s N e w Y S e c ' y
Z- V XX,, P 10, 1942 26 k P x z V - P g U z - g P U B g,, k - g, x g P g,, B P,,, QU g P g P gz g g g g g, xg gz : J - U, ; z g, -; B x g W, ; U, g g B g k:, J z, g, zg, J, J, Jk,,, "" Pk, K, B K W P 2
Baby Beauty Contest Judging Today In WR Recreation Halt
MO BOOM JO R 7OM OJJM JC 20 946 MG 2 O H K F C O Ck C U VMR B G DON U M L H Y v C M G 2 v COMMNDNG MG-2 R R5-C k k C G - R k < v : L C B Z - v C R L C D H - v M -2 - «v G z F - MG-2 v j v v K O G - C
Electrical energy & Capacitance
Electrical energy & Capacitance PHY232 Remco Zegers zegers@nscl.msu.edu Room W109 cyclotron building http://www.nscl.msu.edu/~zegers/phy232.html work previously A force is conservative if the work done
8.324 Relativistic Quantum Field Theory II
Lecture 6 8.34 Relativistic Quantum Field Theory II Fall 8.34 Relativistic Quantum Field Theory II MIT OpenCourseWare Lecture Notes Hong Liu, Fall α(μ) Lecture 6 5.3.3: Beta-Functions of Quantum Electrodynamics
SITE PLAN SHEET 1 OF 8
P P XG V % P BM H P B C C H % P XG BM H P % % % % % % % % % % % % % % % % % % XG % % % P % % % % % BM CH H P XG V % % % % % % % % XG V % XG XG % % % % % % % % % % % % % % % % % XG XG P BM V BM CH H P %
SYLPH E D I T I O N S 2016
SYLPH EDITIONS 2016 A WORD FROM THE PUBLISHER J k, z b bk: J Pk T P Hz, v z P b Hz b J Pk. I, bk z b v : b. Sbq b v v vv b v vb. W k b bk, bk b b. T bk b v bj : v T C S Rk v - bk. N b T M,, 29, T C S v.
ScienceDirect. ScienceDirec
CRX_ / CR X_ / Q Q Q Q : R J : / // / J : / / N K * Jk k G U U U U N k U NC U : R k R J R H k - - - - - H - K: R - H - - V V V R - V V V - - L L H H - - C L H j q C L H j q k k k X k R k k X L k k k -
Dynamical Systems. Mechanical Systems
EE/ME/AE324: Dynamical Systems Chapter 2: Modeling Translational Mechanical Systems Common Variables Used Assumes 1 DoF per mass, i.e., all motion scalar Displacement: x ()[ t [m] Velocity: dx() t vt ()
PHYS120 Lecture 5 - Energy, momentum and mass 5-1
PHYS120 Lecture 5 - Energy, momentum and mass 5-1 Demonstration: photoelectric effect Text: Mod. Phys. 3.A, 3.B, 3.C, 3.D Problems: 3, 4, 6, 17, 19 from Ch. 3 What s important: Einstein s energy equation
SCHEDULE F - CREDITORS HOLDING UNSECURED NONPRIORITY CLAIMS
6F (fficial Form 6F) (12/07) ont. n re ilgrim's ride orporation ebtor ase o. 0845664 (M) F Y M (ontinuation heet) ' M M Z M (ee instructions above.) usband ife oint or ommunity M F M. F M FF. ccount o.
SUPPLEMENTARY INFORMATION
In the format provided by the authors and unedited. NATURE PHYSICS www.nature.com/naturephysics 1 285 x 5 15 5 25 1 1 Ω/µ 3 x C c = 4 6.5 3 µ 2 ε r =7 1.4 9 11 2 1 54 12 1 2 4 12 2 12 µ 2 12 12 12 12 NATURE
Mechanics and Special Relativity (MAPH10030) Assignment 4
MAPH0030) Assignment 4 Issue Date: Tuesday 3 April 00 Due Date: Wednesday April 00 Collection Date: Friday 3 April 00 In these questions, you may use the following conversion factor relating the electron-volt
- >,- V v ' V" S.T T~T .. RAHWAY NEWS RECORD -CLARK PATRIOT PAGE 10 THURSDAY, JULY 22, 1971 THURSDAY, JULY 15 VOL. 149, NO. 29
> V V Y O K O G Y Y kj > «) > k : \ \\ V) Q K! \ : = < \ \ \ \V :! < VG O O OKO O O O OVG KO B K V G G O O $ G OK O Y V O >K K : j k k 6 Y OO >«Y k k k z : B OO G Bk k G k G O k > G! x OOO O k Y Y 6 }
LOWELL JOURNAL.. TOOK H BR LIFE.
( \ R 277 v G v R 7 889 C? K R F Y C G F R C K 6 RYC K C K K 8 9 2 K C CK» R C G RR F v K K v Rk k v k x k Y QR FF F RKR C k \ R 4 ( k R F G q 5 R Y Y FR v R ; k k Y 8 K k : F K CK{ 8 k K x K K 2 K «v
PH 253 Exam I Solutions
PH 253 Exam I Solutions. An electron and a proton are each accelerated starting from rest through a potential difference of 0.0 million volts (0 7 V). Find the momentum (in MeV/c) and kinetic energy (in
David Burns and Matthias Flach. t y
4 Dv B F v 4 b Dv 4 B Dv B F v b F bk bk R F R q v q b R F L L - b q q - Eq: L T C O b q ˆ bk bk * T C O b TΩ bk + ψ T Ω bk T Ω T C T O bk bk + ˆ O w w ψ * R ˆ R T bk Ω bk T O ˆ w R k R bk bk R T C O bk
Tracing High-z Galaxy Kinematics
T H- Gxy K v b k q Ey Wk THE KMOS 3D TEAM PI: NM Fö Sb D W, JT M, S Wy, E Wy, K B, A B, R B, G B, J C, R Dv, M Fb, M F, R G, S Kk, J Kk, P L, D L, I Mv, E N, D R, R S, S S, LJ T, K Tk, P v Dkk, + I C T!
LOWELL J O U R N A L
O O V X 5 O G O X G O K O K FG O O K F; K F OK 5 O K $GOO «OKK O G F G G G G ( v v Gvz O O *«* K ] F F K v v v : v : F OG O OK O G?;;::OO O K O O vv v q >v v V v / (}»* v v v: v vv?? O ; Q
Dispelling Myths. The PLEA. More Joy in Heaven! Vol. 30 No. 2. Win a class set of Morley Callaghan s. See page 8. Teachers: more joy
P: Dp M T PLEA V. 30 N. 2 T p m bj m v b. U, m q m mp. I mp m z ppm b w v p mm m. T m p, wv, m p w - v pv, m- v. T T PLEA k U Tw Skw E Lw 30 m w C p m wk, b b m q m. T: F m m pp p p, k U P, PLEA m p k.
Physics 4B. Question 24-4 (a) 2, 4, and then a tie of 1, 3, and 5 (where E = 0); (b) negative x direction; (c) positive x direction.
Physics Solutions to Chapter HW Chapter : Questions:, 6, Problems:, 9, 5, 33, 35, 53, 5, 67, 99 Question - (a),, and then a tie of, 3, and 5 (where E = ); (b) negative x direction; (c) positive x direction
Magnetospheric Physics - Homework, 02/21/ Local expansion of B: Consider the matrix B = (1)
Magnetospheric Physics - Homework, //4 4. Local expansion of B: Consider the matrix B α x γ δ x γ α y δ y β x β y α z () with constant parameters α i, β i, δ i, γ, and γ for the expansion of the magnetic
CP 52 Page In & Zone Sensitivity
db SSM S R.0K R0.00K To Sheet ZA ON OFF C 0. R.K R 0.0K DUCK To Sheet Page Input Shield R 00 S PP Phantom Power 0/V L T C 0PF C L 0PF T EURO POS R0 0 R 0 R.0K 00/0V R Mic/Line.K R.K R.0K R 00 R. R0A KRD
V o l u m e 5, N u m b e r 5 2, 1 6 P a g e s. Gold B e U ClUt Stamps Double Stamp D a y E v e r y Wednesday
1 6 5 J 9 6 " " z k ; k x k k k z z k j " " ( k " " k 8 1959 " " x k j 5 25 ; ; k k qz ; x 13 x k * k ( ) k k : qz 13 k k k j ; q k x ; x 615 26 ( : k z 113 99751 z k k q ; 15 k k k j q " " k j x x ( *»
Rural Women Get Invitations For Conference. Playground Opens With Enthusiasm
H M H M v v Y v v v v H 4-H 6 MH U 4 97 Y-H Y H v M U M M M 5 M 5? v -? v 7 q - v < v 9 q U H # v - M - v < M 75 8 v - v 8 M 4-H v U v v M v v - v - v M v v v 4-H 4-H 9 M v 5 v 5 6 - $6 M v - M - v \ v
53 NRODUCION I y m mzz y mzz ymm zz 155mm my US mzz vy m zz m mm ymm m my mzz ymm y j k j x vy m x m mzz k m 1800 W II W 199 my 0 CKGROUND B y C 9 C E
52 6H INERNIONL SYPOSIU ON BLLISICS 2 SEPEBER 12 FL II 1 201 6 1 SYERICL UZZLE WER ISORICL PERSPECIVE H Bk Hm J E 1 B S E C Dvm R mm L Bé NY v W 9 218 1 m mzz ymm m m vv 155mm v m x z q v k mzz ymm mzz
Physics 208 Exam 3 Nov. 28, 2006
Name: Student ID: Section #: Physics 208 Exam 3 Nov. 28, 2006 Print your name and section clearly above. If you do not know your section number, write your TA s name. Your final answer must be placed in
Physics 201, Lecture 23
Physics 201, Lecture 23 Today s Topics n Universal Gravitation (Chapter 13) n Review: Newton s Law of Universal Gravitation n Properties of Gravitational Field (13.4) n Gravitational Potential Energy (13.5)
F 12. = G m m 1 2 F 21. = G m 1m 2 = F 12. Review: Newton s Law Of Universal Gravitation. Physics 201, Lecture 23. g As Function of Height
Physics 01, Lecture Today s Topics n Universal Gravitation (Chapter 1 n Review: Newton s Law of Universal Gravitation n Properties of Gravitational Field (1.4 n Gravitational Potential Energy (1.5 n Escape
Scanned by CamScanner
Scanned by CamScanner Scanned by CamScanner t W I w v 6.00-fall 017 Midterm 1 Name Problem 3 (15 pts). F the circuit below, assume that all equivalent parameters are to be found to the left of port
f;g,7k ;! / C+!< 8R+^1 ;0$ Z\ \ K S;4 i!;g + 5 ;* \ C! 1+M, /A+1+> 0 /A+>! 8 J 4! 9,7 )F C!.4 ;* )F /0 u+\ 30< #4 8 J C!
393/09/0 393//07 :,F! ::!n> b]( a.q 5 O +D5 S ١ ; ;* :'!3Qi C+0;$ < "P 4 ; M V! M V! ; a 4 / ;0$ f;g,7k ;! / C+!< 8R+^ ;0$ Z\ \ K S;4 "* < 8c0 5 *
School of Mechanical Engineering Purdue University
Case Study ME375 Frequency Response - 1 Case Study SUPPORT POWER WIRE DROPPERS Electric train derives power through a pantograph, which contacts the power wire, which is suspended from a catenary. During
Lecture # 20 The Preconditioned Conjugate Gradient Method
Lecture # 20 The Preconditioned Conjugate Gradient Method We wish to solve Ax = b (1) A R n n is symmetric and positive definite (SPD). We then of n are being VERY LARGE, say, n = 10 6 or n = 10 7. Usually,
nd A L T O SOLO LOWELL. MICHIGAN. THURSDAY. APRIL Spring Activities Heads Up and Forward (Editorial By " T h e Committee'')
- 6 7 8 9 3-6 7 8 9 3 G UDY 3 93 VU XXXV U XY F K FD D j V K D V FY G F D Y X K X DD Y j \ V F \ VD GD D U Y 78 K U D Y U Y 484?35 V 93 7 4 U x K 77 - D :3 F K > 6 D x F 5 - - x - G 7 43 8 D $35 K F $5
-$! " #$%&! ' () * +,,,)* -./ ( 01! 6 %&! +,,.: - 1?* 'F! %&! '3*4 -$ ):7 +,,
((((( +,-. ()* $%&' "#! : :!, %& ' ()*+ $ " -$! " #$%&! ' () * +,,,)* -. ( 01! '% 6):7 -$'1& '*6 )78 %&! +,, 79.& 2* '3*4 0 (A 6>* & ' BC D$!E.?@$* '*! ;4 6 %&! +,,.: - 1?* 'F! %&! '3*4 -$ ):7
Dual Nature of Matter and Radiation 9. The work function of a certain metal is 3.3 J. Then the maximum kinetic energy of photoelectrons emitted by incident radiation of wavelength 5 A is- ).48 ev ).4 ev
is at the origin, and charge q μc be located if the net force on q
Term: 152 Saturday, April 09, 2016 Page: 1 Q1. Three point charges are arranged along the x-axis. Charge q 3.0 0 μc 1 is at the origin, and charge q 5.0 0 μc 2 is at x = 0.200 m. Where should a third charge
(b) The type of matter is irrelevant since the energy is directly proportional to mass only
Exercise J.3.1. Answers 1. m = 800kg v = 70kmh -1 = 70 103 = 60 60 19.4ms-1 KK. EE = 1 2 mmvv2 = 800 19.42 2 = 150544JJ Using E= mc 2 and the kinetic energy of the car we obtain mm = EE cc 2 = 151235 (3
Turn in scantron You keep these question sheets
Exam 2 on OCT. 15. 2018 - Physics 106 R. Schad YOUR NAME ¼À Turn in scantron You keep these question sheets 1) This is to identify the exam version you have IMPORTANT Mark the A 2) This is to identify
(EccL HUt, Mosheim, p. 40.) AGC3. Rgnres. We shall now proceed to show two things:
P K K P / P V -K VX - x K D K GFF G D G DKX X P P F D K 8 6 Y X X X P 9 ] K V Y 0 - D 00 D P F G K K PXVK P > G K K V v v v v PK P v D > v Y v D P > P v v - v x V D - ()zx q - & 9 K x K > % x v - - P x
g k b 7? 3 5 y y Qk Tornado, Squalls Strike Kinston Area
q k K A V N 28 #/K N /WANE CO A AON-CHEY ON A N F W N H W D M D H U x 30 M k k M D 945 E M A A k - A k k k A C M D C 030 D H C C 0645 000 200 W j A D M D k F E- HAUNNG CALL - A A x U M D M j A A 9000 k
Problem 1 Problem 2 Problem 3 Problem 4 Total
Name Section THE PENNSYLVANIA STATE UNIVERSITY Department of Engineering Science and Mechanics Engineering Mechanics 12 Final Exam May 5, 2003 8:00 9:50 am (110 minutes) Problem 1 Problem 2 Problem 3 Problem
Lecture 20 Chapter 12 Angular Momentum Course website:
Lecture 20 Chapter 12 Angular Momentum Another Law? Am I in a Law school? Course website: http://faculty.uml.edu/andriy_danylov/teaching/physicsi IN THIS CHAPTER, you will continue discussing rotational
spite of etro- School lege Economics instructorsin t h e lege, Butgers University a n d poiitan area."' nkfcrop^tan^
L $100000 43 B U M 1 ~NB E & B $C M K M /! 3
AP PHYSICS B 2014 SCORING GUIDELINES. Question points total Distribution
AP PHYSICS B 2014 SCORING GUIDELINES Question 2 10 points total Distribution of points (a) 2 points F B mg For showing the three force vectors for buoyancy, weight (gravity), and tension 1 point For showing
4 r 2. r 2. Solved Problems
CHAP. 24] COULOMB'S LAW AND ELECTRIC FIELDS 233 AN ELECTRIC FIELD is said to exist at any point in space when a test charge, placed at that point, experiences an electrical force. The direction of the
Physics 220. Take Home Exam #1. April 24, 2015
Physics Take Home xam #1 April 4, 15 Name Please read and follow these instructions carefully: Read all problems carefully before attempting to solve them. You must show all work and the work must be legible,
Phys102 Second Major-133 Zero Version Coordinator: A.A.Naqvi Tuesday, August 05, 2014 Page: 1
Coordinator: A.A.Naqvi Tuesday, August 05, 2014 Page: 1 Q1. igure 1 shows four situations in which a central proton (P) is surrounded by protons or electrons fixed in place along a half-circle. The angles
Daily Register Q7 w r\ i i n i i /"\ HTT /"\I AIM MPmf>riAnpn ^ ^ oikiar <mn ^^^*»^^*^^ _.. *-.,..,» * * w ^.. i nr\r\
![Daily Register Q7 w r\ i i n i i /\ HTT /\I AIM MPmf>riAnpn ^ ^ oikiar <mn ^^^*»^^*^^ _.. *-.,..,» * * w ^.. i nr\r\](/thumbs/77/75517320.jpg "Daily Register Q7 w r\ i i n i i /\ HTT /\I AIM MPmf>riAnpn ^ ^ oikiar <mn ^^^*»^^*^^ _.. *-.,..,» * * w ^.. i nr\r\")
$ 000 w G K G y' F: w w w y' w-y k Yk w k ' V 0 8 y Q w \ /"\ /"\ > ^ ^ k < ^^^*»^^*^^ _*-» * * w ^ \\ Y 88 Y Y 8 G b k =-- K w' K y J KKY G - - v v -y- K -y- x- y bb K' w k y k y K y y w b v w y F y w
Conservation of Angular Momentum
10 March 2017 Conservation of ngular Momentum Lecture 23 In the last class, we discussed about the conservation of angular momentum principle. Using RTT, the angular momentum principle was given as DHo
Scattering. 1 Classical scattering of a charged particle (Rutherford Scattering)
Scattering 1 Classical scattering of a charged particle (Rutherford Scattering) Begin by considering radiation when charged particles collide. The classical scattering equation for this process is called
Parallel Cimmino-type methods for ill-posed problems
Parallel Cimmino-type methods for ill-posed problems Cao Van Chung Seminar of Centro de Modelización Matemática Escuela Politécnica Naciónal Quito ModeMat, EPN, Quito Ecuador cao.vanchung@epn.edu.ec, cvanchung@gmail.com
V x 4 V x. 2k = 5
Review Problem: d) Dependent sources R3 V V R Vx - R2 Vx V2 ) Determine the voltage V5 when VV Need to find voltage Vx then multiply by dependent source multiplier () Node analysis 2 V x V x R R 2 V x
Physics 202. Professor P. Q. Hung. 311B, Physics Building. Physics 202 p. 1/2
Physics 202 p. 1/2 Physics 202 Professor P. Q. Hung 311B, Physics Building Physics 202 p. 2/2 Momentum in Special Classically, the momentum is defined as p = m v = m r t. We also learned that momentum
semi-annual Activities Fair, aimed at extra-cwrricular activities which the School
OL OOH * 5 E B E ** -- E B < Pk & Ck** H - P U M 3 Q C B P k ** C P** >& B C C $2 $6 94 j q *B «>* 1 PC B W H 400 P - «VB E L 14- > C H C ~ E L H H [ * q H B Bk "B " G! O - F x- k x* L V CV 10 4 -C B F
1 Phase Spaces and the Liouville Equation
Phase Spaces and the Liouville Equation emphasize the change of language from deterministic to probablistic description. Under the dynamics: ½ m vi = F i ẋ i = v i with initial data given. What is the
Sticky News. Also our Facebook page is now live.
Sk Nw k j v #07 WINTER 2011 Fm Ow C W! W w bk w v b v m m b k w v m m Y w m m w v v m! T P C Sm B, T C, Gvv H K R w b v M C S A Fbk w v YI v v w m bk m b m w A H O w bk w w v w m m b m v qk w I w k ABC
Chapter 7. Impulse and Momentum
Chapter 7 Impulse and Momentum 7.1 The Impulse-Momentum Theorem There are many situations when the force on an object is not constant. 7.1 The Impulse-Momentum Theorem DEFINITION OF IMPULSE The impulse
KEEP PACE WITH. Volume 3, Number.38, 12 Pages. at Michigan State university.
2 3, 98! W \G \ q vk \ b v \(, v v ;, ): j:!, ; W, j v ; ;, \ ;, : z W, x,, G, 38 G v W W WW Y G W X Q G 82, v v G b Y v : W G : Y G X W Y 32 WG G G WG G X x x v v k v x b b b b b b 3 (x ) x, b b, W, v
Chapter 9. Electromagnetic Radiation
Chapter 9. Electromagnetic Radiation 9.1 Photons and Electromagnetic Wave Electromagnetic radiation is composed of elementary particles called photons. The correspondence between the classical electric
Schur parametrizations of stable all-pass discrete-time systems and balanced realizations. Application to rational L 2 approximation.
Schur parametrizations of stable all-pass discrete-time systems and balanced realizations. Application to rational L 2 approximation. Martine Olivi INRIA, Sophia Antipolis 12 Mai 2004 1 Outline. Introduction
EE 330 Lecture 25. Amplifier Biasing (precursor) Two-Port Amplifier Model
EE 330 Lecture 25 Amplifier Biasing (precursor) Two-Port Amplifier Model Amplifier Biasing (precursor) V CC R 1 V out V in B C E V EE Not convenient to have multiple dc power supplies Q very sensitive
Robust Model Predictive Control
Robust Model Predictive Control Motivation: An industrial C3/C4 splitter: MPC assuming ideal model: MPC considering model uncertainty Robust Model Predictive Control Nominal model of the plant: 1 = G ()
s f o r s o l v i n g t h e n o n l i n
M M R M q q D O : q 7 8 q q q M q x- q M M M 9 R R D O : 78 / x q D MO : M 7 9 8 / D q P F x z M q M q D T P - z P G S F q q q q q q q D q q PZ w - z q - P q q q w q q q w q q w z q - w P w q w w - w w
Physics 218 Exam 3 Spring 2010, Sections
Physics 8 Exam 3 Spring 00, Sections 5-55 Do not fill out the information below until instructed to do so! Name Signature Student ID E-mail Section # Rules of the exam:. You have the full class period
Physics 4A Solutions to Chapter 11 Homework
Physics 4A Solutions to Chapter 11 Homework Chapter 11 Questions:, 8, 10 Exercises & Problems: 1, 14, 4, 7, 37, 53, 66, 81, 83 Answers to Questions: Q 11- (a) 5 and 6 (b) 1 and 4 tie, then the rest tie
Since the cylinder rolls without slipping, the point of contact with the ground is the instantaneous center. r Ë Á 1 2ˆ = = = r
PROBEM 7.7 A 0-kg uniform cylindrical roller, initially at rest, is acted upon by a 90-N force as shown. Knowing that the body rolls without slipping, determine (a) the velocity of its center G after it
Ammonia molecule, from Chapter 9 of the Feynman Lectures, Vol 3. Example of a 2-state system, with a small energy difference between the symmetric
Ammonia molecule, from Chapter 9 of the Feynman Lectures, Vol 3. Eample of a -state system, with a small energy difference between the symmetric and antisymmetric combinations of states and. This energy
Physics 2210 Fall smartphysics Exam 3 Review smartphysics units /04/2015
Physics 22 Fall 25 smartphysics Exam 3 Review smartphysics units -3 /4/25 Review Problem The figure shown extends from x = to x = and is bounded on the left by the y-axis, on the bottom by the x-axis,
Tsung-Ming Huang. Matrix Computation, 2016, NTNU
Tsung-Ming Huang Matrix Computation, 2016, NTNU 1 Plan Gradient method Conjugate gradient method Preconditioner 2 Gradient method 3 Theorem Ax = b, A : s.p.d Definition A : symmetric positive definite
ACHD Roadways to Bikeways Update June Hills Gate Dr. Ec ho Summit Pl. Star Ridge Ln. Sunrise View Ln. Eagle Pointe Pl.
v U v G G q G G z j v Q v v v v v v G v U v v v z K K z v J v v v G v v 16 z z v q v G v J J K:\_j\20\20987 - U\\ 1-4_24. - - 3:46 6/2/2017 O ( O) O z O O v v v v J J J G v O G J v z zz G v v Q zz / /
Mid Term Exam 3. Apr 24, /40 2 /40 3 /30. Total /110
Name: ID: Mid Term Exam 3 Phys 248 Apr 24, 2009 Print your name and ID number clearly above. To receive full credit you must show all your work. If you do not show your work you will only receive partial
Combinatorial Reciprocity Theorems
Combinatorial Reciprocity Theorems Matthias Beck San Francisco State University math.sfsu.edu/beck based on joint work with Raman Sanyal Universität Frankfurt JCCA 2018 Sendai Thomas Zaslavsky Binghamton
13 Maximum Modulus Principle
3 Maximum Modulus Principle Theorem 3. (maximum modulus principle). If f is non-constant and analytic on an open connected set Ω, then there is no point z 0 Ω such that f(z) f(z 0 ) for all z Ω. Remark
Ideal gases. Asaf Pe er Classical ideal gas
Ideal gases Asaf Pe er 1 November 2, 213 1. Classical ideal gas A classical gas is generally referred to as a gas in which its molecules move freely in space; namely, the mean separation between the molecules