Register now to access 7 million high quality study materials (What's Course Hero?) Course Hero is the premier provider of high quality online educational resources. With millions of study documents, online tutors, digital flashcards and free courseware, Course Hero is helping students learn more efficiently and effectively. Whether you're interested in exploring new subjects or mastering key topics for your next exam, Course Hero has the tools you need to achieve your goals.
2 Pages
notes2
Course: CHEM 4701, Fall 2008School: Minnesota
Rating:
Document Preview
3 normal <a href="/keyword/vibrational-modes/" >vibrational modes</a> of H2O O H O H H B2 asymmetric stretch H H O H A1 symmetric stretch A1 symmetric bend 4 normal <a href="/keyword/vibrational-modes/" >vibrational modes</a> of CO2 O C O O C O g+ symmetric stretch O C O O C O u+ asymmetric stretch u doubly degenerate...
Unformatted Document Excerpt
Coursehero >> Minnesota >> Minnesota >> CHEM 4701Course Hero has millions of student submitted documents similar to the one
below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.
Course Hero has millions of student submitted documents similar to the one
below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.
3 normal <a href="/keyword/vibrational-modes/" >vibrational modes</a> of H2O O H O H H B2 asymmetric stretch H H O H A1 symmetric stretch A1 symmetric bend 4 normal <a href="/keyword/vibrational-modes/" >vibrational modes</a> of CO2 O C O O C O g+ symmetric stretch O C O O C O u+ asymmetric stretch u doubly degenerate bending modes 6 normal <a href="/keyword/vibrational-modes/" >vibrational modes</a> of NH3 (2A1 + 2E) N H H...
Find millions of documents on Course Hero - Study Guides, Lecture Notes, Reference Materials, Practice Exams and more.
Course Hero has millions of course specific materials providing students with the best way to expand
their education.
Below is a small sample set of documents:
Below is a small sample set of documents:
Minnesota - CHEM - 4701
ClF3 is a T-shaped molecule and belongs to C2v. Based on symmetry, there are two types of Cl-F bonds, the two axial ones and the equatorial one. How many Cl-F vibrations will be observed and what do they look like?F F Cl FSince the equatorial bon
Minnesota - CHEM - 4701
Constructing MO's for linear H3symmetric antisymmetricantibonding C - (A+B)A+BCnonbonding A-BA-Bbonding C + (A+B)Constructing MO's for triangular H3E' (e')a = (21 - 2 - 3)/6 (e')b = (2 - 3)/2A1' (a1') = (1 + 2 + 3)/3The fu
Minnesota - CHEM - 4701
C2v multiplication table: When the two lone pairs of H2O are included in the picture, then there is no ambiguity as to what operation is equivalent to the combination of two elements. O H z y x O H H H C2 H O HxzHO HyzyzHO HC2 HO Hx
Rutgers - MO - 1956
8 pS Y 8 7S yw x E &vu ( d's r tp b $q i pg he f)V T 7UR S Q H S d 9R 2 H s# H r v 7 Y Y x i Eh $ e x ` A9h x 8 W 7 HH B d H 8 m h ~ } V A V T
Rutgers - MO - 1956
V @ c i gd Qs X s 5 n k h f ygx wgsq p m lj ug v u t r o e pd( } { bb~|z ! v P( y x w v t s i h f c a Y dVupr q pge db`XVTR Q FG E W U S P I H P 4 ' T
Rutgers - MO - 1956
% &#$" ! 7 5 0 w ( 86423d 1) mk ' d r oi t w h B jv u ( { wk & z & y(w y W !R &B w7 b ` t B i R 1u ! !( uB1 V 1 b b & g wh ijhf j &
Rutgers - MO - 1956
2 R T4 iy n lGu 2 I Q )Cu h h 8d 2d R 2I x @ R H xh | R C G T x E r gE ~} 2 u{
Rutgers - MO - 1956
p z p5 Q u " p p 6 v R h cE Vj 5 4 xR q i ' R 5 g u A ~ i R i j i i c j w " p 4I 5 u r S BB 2 g 9 t j & i 7 t 7 j p i ` i 7 r C r E He S H j p hi w(p E P cBwa ' r i
Rutgers - MO - 1956
y w $ u x5 1 z a v ( PI G kq h hp ig f "d c aY (VTRPHu y 4 (% C~ A k @ 9 64 y " lk b ` X UW S Q I G es 8 7 5 3 F E D B 2 1 s ) (&$" 0 ' % # ! s vt Vu C u s q Y d Wd r & k q s r t x
Rutgers - MO - 1956
XSsS s' G f $ ' @ n z S p p qk & e c a dbp x 0 ' V c i t h f g( i V G r w v t r u s f f V ) z D V X WG U TW R' P V S V V H ` Y Q @ H E w I G } F' e f uw D2x H n H G uu 0 V t ' ! C V
Rutgers - MO - 1956
SRP ) B c f & Hq r o@ n 5 f f x S r R3 ! FH r q D n % r % @S 86 ) Q I G r q E & 9 C 0 7 5 } 1 4 3 i w i 2# ~ (o A ) ' $ " (%& # ) s !r 7 r o v # d # 9 q p r B r ) Q B S 3 F B u 7 S e 7 r H B ! r
Rutgers - MO - 1956
@Py 7 e 2 ")'P %! $ { & " % v # | 4 3 8 97 5% 5 6 1 0 ( & ! ! # #h dVS #S 7 S V tu S dr ) $ % c e 7 u B d W V xB 3#S t} # x x uc 9h V d i
Rutgers - MO - 1956
I r # @x6y x } gGn j w he s s e |r } te B#Gm e x y 6r q# } y s s } i y @(s F y } n 4w F 4qs q1I i|B|qs p n E yGy @G9 ty g te @ i F e R e d sr p l f y F s B h g A f8 b 5 } g w ~6y 4{|r p zxyg y w1v
Rutgers - MO - 1956
D ` nD D P m g Ye "Q I dX v g $ Y B 1 g k l H $ c t m v i D i i a m Q a H 1E } $ I1Y y$ o Y E $ @| D v ~ Y o H g c I q n v ~ 0 D D m i l vp us dt R
Rutgers - MO - 1956
vw V A up s s YV I D E I Q ! 9 b 2 wI I V 8 m po l k i h q t r n j d D 5o@o ! 0 $o s f gy ! x e Y % I V ' I t I j r q g x a y@ | v a vwEg uIt s 9 p 8 t I & i UV I V I ef d
Rutgers - MO - 1956
( 1( tX U " WV"cC BA @20 1 )(' @ &q 5phi g f " dc b e a `" Y S T R PQ I F " HG E D 9 8 6 3 ! 7 54 % #$" H x s WX Es b b x b F b
Rutgers - MO - 1956
B@ 9 CAW w ! 3 ) } C o g x 3 P A g g @ P 4 D r Ag D $ g $ ( 8 g 3 3 4 A$ D D e! n g g ) g g P g e &w 3 v 5P 0 TQzD ! D @ iD B QWi f 74 g } ( g k C D D 3
Rutgers - MO - 1956
s Wg h S g ie ' e Eh SxQvh t p 5p r $ I t p R Q R a 2Et Y p e p s y p E t E E er 7htt r t RmR 7 e vd t t g rB p r h H }
Rutgers - MO - 1956
r p x w u s g e f d w e h 6 T F h eH6 r #l h F 3h F0 `t j y`vt 8 r i ~ 6 h q w p #i B A 9 7 ` Qr I D H FED C @8 6 5 G b h # f T US r R V g f d he ~ G 6 h w b`#w $ h w P W a Y X c $ "
Rutgers - MO - 1956
p i 3 e s E Q r B A E s R E 1 vE $ T E r w q q q w v Rh 1 s j s I 3 g P Q i A &m q |i HDd " E c $ E HR s C" r ( Y p p i $ i $ 7 s (s PQ 0Q E t At p n r "I j d
Rutgers - MO - 1956
('m@A! 2 9 % ! i ` # r y Vw k & x o v #9 5 ( T $ # " f n ~ c X v v ` 9g v g g2 x j e h ( g 9 PC9Yy sQ E& G 9'o 2 S | r h 5 r y t p n u 5 5 r r h
Rutgers - MO - 1956
{ { ' p 8~ y x o m k i } | v t r q h y Tw vt T i 8h! z #o &w us 3 8 &pS nl Tjb Tg &fe&d2w V j S Rv3 x r P q u s p % 2ed t 0b8 80XV TR PI8 FDB@8i u DA H $ % 6 i $ $# i 4 g f c a` Y W U S Q H GECA 9 7 5 #C 1 i )
Rutgers - MO - 1956
{z x y wu vt s r q pn l om x yg fedw W d & c~ y Cc iw j h ki7u vW C ts rq p Dh i 0 ~ Uf g e d D4&b c` aYX QV U WTS @RP I H Q@ GF EC A DB19 @8
Rutgers - MO - 1956
w xA6 4 w ` uvP f T y U w5 'e9 w $ w tE r 7 t p c m l # l E s E W p i h g 9 qe'4 7 F eca ( 3 $ Y X E V f d b ` 7 2 w S h 4 E | E E q i R r 6PH F " E DBn @ Y 7 H 8 w I G Q C A 9 E w E
Rutgers - MO - 1956
`a y z H t uG0 nQ eG1S vurugS& r1vW GnupS GWCurw & &Qm f e1v uHv
Rutgers - MO - 1956
r o q p { y x w t qz v us y xu w Y f & v VU ` $ $ T m A W Y X u m ! o 7 n m l jhf k i g ed t u q i | m $ u t r A sq q p h RS Q I H &E5 G F D C D 4 V P " u 4 V m u f i X b m V cu %
Rutgers - MO - 1956
i Q d % t u 5ss s 9 k s gm He & $ T B G e 0 u 9 r %k ' ~ } | z x v t s q l f s X F y y x v u YWV B q r % w s q 8r n %lpk p{
Rutgers - MO - 1956
f c a XV S Q h g y w v u tr q i WD R5 9 & W xR s s5p 5 f e U db B ` YWU T RP " HF DB 9753 20( ' % #! u ' f '6u d3 @86 4 1 ) & $ I G E C A @c6 Tu' u dch ' Bh 6
Rutgers - MO - 1956
a # E { f & 0 ' & G E rs s |' h& 4e s z m ' z {i i$ P ' n ' r ' 9 x 7 5 e r e z { e f b jb o l g ~@ } | t x v 'k
Rutgers - MO - 1956
SR 9)PQ PIo " HX V c s F g g ) D 2 B di m o ) F A6 G E C X @ 0 8 V 9W 6 0V ) ) 7 56 4 3 4) &V 2 B 0(' # 1)!&%$ " ! } VU & I k Y } ti 2 ~} | 2 H i5 @RR) E@) T 1 xGe)
Rutgers - MO - 1956
U H% W 5 2 B 8 C g Y V m v F X 'P ` yx ' w vw w s g e d Sf V A u tW u ' e p W X 3 i hi r q s c2 b a `W P H G Q IH C YX 2 VWV X 2' T U RSC X E D F 5 6 4 7 9 2 8 X AB @2 5 C & 32 1 e ' 0 ) y !
Rutgers - MO - 1956
0 P I 1 X 0r (& 9 ) '% 3 8 y3 9 p $ us" w |d x s ws( A c w U s WU | s swd ! P A 9 e p d # P u s c P y v u 9( (m u h 9 s b U y 3 % x I u x P I P p ` n
Arizona - MATH - 223
Homework #4Math 223-04 (Salomone) Due Tuesday, March 20Name: +Math/10 Style/2=Total/12PROBLEM #1 (SALOMONE 1.12, #B2.) Tape-measure the following regions to describe them in the coordinate system given. (a) The region between the cone z2 = x
Arizona - MATH - 223
Homework #5Math 223-04 (Salomone) Due Monday, April 2Name: +Math/10 Style/2=Total/12PROBLEM #1. Shown below is a graph of the vector field F(x, y) = y x2 + y2 , -x x2 + y2 . F dr = 4. Explain your answer.Sketch, and give a parameterizatio
Arizona - MATH - 223
Homework #6Math 223-04 (Salomone) Due Monday, April 9Name: +Math/10 Style/2=Total/12PROBLEM #1. Consider the vector field F(x, y, z) = 27, 0, 0 and the two surfaces S1 = y2 + z2 = 64, 0 x 3 S2 = x2 + y2 = 64, . 0 z 3Using as little calculu
Arizona - MATH - 223
Homework #7Math 223-04 (Salomone) Due Tuesday, April 17Name: +Math/10 Style/2=Total/12PROBLEM #1. (a) Give two examples of (non-constant) vector fields whose flux through every closed surface is zero. Explain why your choices work.(b) Give
Arizona - MATH - 223
Homework #8Math 223-04 (Salomone) Due Wednesday, April 25Name: +Math/10 Style/2=Total/12PROBLEM #1. Suppose that F(x, y, z) = P(x, y, z), Q(x, y, z), R(x, y, z) is a vector field and h(x, y, z) is a scalar function. (a) Prove that ( F) = 0
Idaho State - GEOL - 402
Geology 402/502, GeomorphologyFall 2006 Lecture: Monday, Wednesday: 10:00 to 11:15 am; PS 216 Lab: Monday 2:00 to 5:00 pm; PS 216 Website: http:/www.isu.edu/~crosbenj/Teach/Geo402 Instructor: Ben Crosby, PS 229, 282-2949. crosbenj@isu.edu Office Hou
Penn State - CSE - 271
CSE271Penn State University1/29/2007Kyusun ChoiHomework 2 Guide1. One can carefully check the Xilinx ISE 8 and ModelSim pictures shown in this guide for their Homework 2 completion. Once the schematic design has been entered on ISE8, the scr
Penn State - PSBEH - 552
Compilation Copyright (c) 1995-2006 by Wei Dai. All rights reserved.This copyright applies only to this software distribution package as a compilation, and does not imply a copyright on any particular file in the package.The following files are
Penn State - PSBEH - 552
Crypto+: a C+ Class Library of Cryptographic SchemesVersion 5.5.2 (9/24/2007)Crypto+ Library is a free C+ class library of cryptographic schemes.Currently the library contains the following algorithms: algorithm type name
University of Florida - PSB - 4504
Penn State - PSBEH - 552
AlgorithmType: SymmetricCipherName: AES/ECBSource: NIST Special Publication 800-38APlaintext: 6bc1bee22e409f96e93d7e117393172a ae2d8a571e03ac9c9eb76fac45af8e51 30c81c46a35ce411e5fbc1191a0a52ef f69f2445df4f9b17ad2b417be66c3710Comment: F.1.1 ECB-AE
Penn State - PSBEH - 552
AlgorithmType: FileListName: all.txt collectionTest: tea.txtTest: camellia.txtTest: shacal2.txtTest: ttmac.txtTest: whrlpool.txtTest: dlies.txtTest: dsa.txtTest: dsa_1363.txtTest: esign.txtTest: hmac.txtTest: nr.txtTest: rsa_oaep.txtTes
Penn State - PSBEH - 552
AlgorithmType: SymmetricCipherName: Camellia/ECBSource: NESSIE submissionComment: Tests with 128-bit keysComment: Set 1, vector 0Key: 80000000000000000000000000000000Plaintext: 00000000000000000000000000000000Ciphertext: 6C227F74931
Penn State - PSBEH - 552
AlgorithmType: AsymmetricCipherName: DLIES(NoCofactorMultiplication, KDF2(SHA-1), XOR, HMAC(SHA-1), DHAES)Source: generated by Wei Dai using Crypto+ 5.1Comment: keys are encoded as DSA keys, with OID id-dsaKeyFormat: DERComment: 1024-bit DLIES k
Penn State - PSBEH - 552
AlgorithmType: SignatureName: DSA(1363)Source: sent by CygnaCom during Crypto+ 5.0 FIPS 140-2 evaluationKeyFormat: ComponentModulus: 8fbb9edf2fd2834b1a9fe97c25999fbc381ae165d932aa521592c2cdcb4318bfb99a2408f118ea874b73704e2cc557fc89a01ecfb5bc41295
Penn State - PSBEH - 552
AlgorithmType: SignatureName: DSA-1363/EMSA1(SHA-1)Source: generated by Wei Dai using Crypto+ 5.0KeyFormat: DERComment: 1024-bit DSA keyPrivateKey: \ 3082014c0201003082012c06072a8648ce3804013082011f02818100bd670f79\ b0cde98a84fd97e54d5d5
Penn State - PSBEH - 552
AlgorithmType: SignatureName: ESIGN/EMSA5-MGF1(SHA-1)Source: Crypto+ 5.0 test vectors, generated by Wei DaiComment: 1536-bit keyKeyFormat: DERPrivateKey: \3082014D0281C100E2A6788AB3CC986AEC06C51690143D3677141645D0628165EE924B9AFB7E6EDD\52D90
Penn State - PSBEH - 552
AlgorithmType: MACName: HMAC(MD5)Source: RFC 2202Comment: Test Case 1Key: 0x0b0b0b0b0b0b0b0b0b0b0b0b0b0b0b0bMessage: "Hi There"Digest: 0x9294727a3638bb1c13f48ef8158bfc9dTest: VerifyComment: Test Case 2Key: "Jefe"Message: "what do ya want fo
Penn State - PSBEH - 552
AlgorithmType: SignatureName: NR(1363)/EMSA1(SHA-1)Source: generated by Wei Dai using Crypto+ 5.0Comment: 1024-bit NR keyKeyFormat: ComponentSubgroupOrder: \ 09b2940496d6d9a43bb7ec642c57b302e59b3a5155SubgroupGenerator: \ a1c379ba91fe1f9
Penn State - PSBEH - 552
AlgorithmType: MessageDigestName: Panama-LESource: Panama reference implementationMessage: "Digest: aa0cc954d757d7ac7779ca3342334ca471abd47d5952ac91ed837ecd5b16922bTest: VerifyMessage: "The quick brown fox jumps over the lazy dog"Digest: 5f5ca
Penn State - PSBEH - 552
Test Data FormatA test data file is an ASCII text file composed of sections separated by blank lines. Each section is stand-alone and independent of other sections that may be in the same file, and contains one or more tests.A section is compos
Penn State - PSBEH - 552
AlgorithmType: AsymmetricCipherName: RSA/OAEP-MGF1(SHA-1)Source: http:/www.rsasecurity.com/rsalabs/pkcs/pkcs-1/, PKCS #1 test vectorsKeyFormat: ComponentComment: Example 1: A 1024-bit RSA Key PairModulus: \a8 b3 b2 84 af 8e b5 0b 38 70 34 a8 60
Penn State - PSBEH - 552
AlgorithmType: SignatureName: RSA/PKCS1-1.5(MD2)KeyFormat: DERSource: http:/www.rsasecurity.com/rsalabs/pkcs/index.html, \Some Examples of the PKCS StandardsPrivateKey: \30 82 01 50\ 02 01 00 #version
Penn State - PSBEH - 552
AlgorithmType: SignatureName: RSA/PSS-MGF1(SHA-1)Source: http:/www.rsasecurity.com/rsalabs/pkcs/pkcs-1/, PKCS #1 test vectorsKeyFormat: ComponentComment: Example 1: A 1024-bit RSA Key PairModulus: \a5 6e 4a 0e 70 10 17 58 9a 51 87 dc 7e a8 41 d
Penn State - PSBEH - 552
AlgorithmType: SignatureName: RW/EMSA2(SHA-1)Source: generated by Wei Dai using Crypto+ 5.1Comment: 1024-bit RW keyKeyFormat: ComponentModulus: \ e5eb47bc1f82db3001faaeabc5bbe71b7d307b431889ac10255262281ec5f5af\ 8a790bd7bbec5efffa442cf2c
Penn State - PSBEH - 552
AlgorithmType: SymmetricCipherName: Salsa20Source: http:/www.ecrypt.eu.org/stream/svn/viewcvs.cgi/ecrypt/trunk/submissions/salsa20/full/verified.test-vectors?rev=161&view=markupComment: Set 1, vector# 0Key: 80000000000000000000000000000000IV: 0
Penn State - PSBEH - 552
AlgorithmType: SymmetricCipherName: SEAL-3.0-BESource: generated by Crypto+ 5.2Comment: verified against partial ciphertext from 1997 SEAL paper by Rogaway and CoppersmithKey: 67452301efcdab8998badcfe10325476c3d2e1f0IV: 013577afPlaintext: r1024