L m 36 (1.42) 42 (1.65) 48 (1.89) 53 (2.09) 15 (.59) 18 (.71) 24 (.94) Spring Rate in Z dir. Kz kgf/cm (lb./in.) 29 (63.9)

Size: px
Start display at page:

Download "L m 36 (1.42) 42 (1.65) 48 (1.89) 53 (2.09) 15 (.59) 18 (.71) 24 (.94) Spring Rate in Z dir. Kz kgf/cm (lb./in.) 29 (63.9)"

Transcription

1 DVNCED Base Mouns Fange Type (Mae) Phone: Fax: MTERI: Isoaor Rubber Paes & Screw See FOR ODS UP TO 8 kgf (4 bf) m HOES Ø 1 ØD Simpe esign an economica Can be insae in sma space Can suppor heavy oas ue o he reaivey high spring consan ows mouning in various orienaions in compression, shear an sane ange oaing Meric Base Mouns The projecions shown are per ISO convenion. Caaog Number D 1 D m 1 V1151MMKB00 V1151MMKB0 V1151MMKB0 V1151MMKB0 (.1) (.1) 6 (1.0) 0 (.) 0 (.) 4 (1.3) (.0) 6 (.41) 6 (.) (1.4) 4 (1.8) 53 (.1) 4 (.4) M6 (.8) (.8) (.) (.08).3 Caaog Number V1151MMKB00 V1151MMKB0 V1151MMKB0 V1151MMKB0 *Incues saic an ynamic oas. Nomina oa irecion 16 (.3) 46 (101.4) (110.) *Max. owabe oa irecion (.4) 10 (.0) 1 (3.5) irecion (63.) (110.) 1 (00.6) (0.5) Rae in ir. Kz (b./in.) 1 (8) 00 (110) 30 (1) (1344) Siffness Raio Coninue on he nex page -

2 Base Mouns Fange Type (Mae) Phone: Fax: DVNCED MTERI: Isoaor Rubber Paes & Screw See FOR ODS UP TO 8 kgf (4 bf) m Base Mouns HOES Ø 1 ØD Simpe esign an economica Can be insae in sma space Can suppor heavy oas ue o he reaivey high spring consan ows mouning in various orienaions in compression, shear an sane ange oaing Meric The projecions shown are per ISO convenion. Caaog Number D 1 D m 1 V1151MMKB0 V1151MMKB0 V1151MMKB0 V1151MMKB0 (1.06) (1.5) (1.5) (1.) (.) (3.) 34 (1.34) 4 5 (.05) 0 (.6) 6 (.) (4.0) 1 (5.) (.) 3 (.8) 84 (3.31) 108 (4.) 45 (1.) M1 (.) 13.5 (.53) (.) Caaog Number V1151MMKB0 V1151MMKB0 V1151MMKB0 V1151MMKB0 *Incues saic an ynamic oas. Nomina oa irecion 5 (0.4) 1 (5.6) 10 (4.) 4 (3.0) *Max. owabe oa irecion 3 (81.6) (13.3) 6 (16.6) 00 (4.) irecion 5 (.) (551.) 3 (83.8) 8 (3.) Rae in ir. Kz (b./in.) 3 (1) (34) 0 (44) 13 (8) Siffness Raio

3 DVNCED Base Mouns Hoow Fange Type Phone: Fax: MTERI: Isoaor Rubber Paes & Screw See FOR ODS UP TO 1 kgf (. bf) m HOES Ø ØD 3. Simpe esign an economica Can be insae in sma space Can suppor heavy oas ue o he reaivey high spring consan ows mouning in various orienaions in compression an sane ange oaing Meric Base Mouns The projecions shown are per ISO convenion. Caaog Number D 1 D m V11MMKB V11MMKB45 V11MMKB V11MMKB V11MMKB45 V11MMKB (1.) (1.) (.) (4.0) 3 (.8) 84 (3.31) 4 (.4).3 3. oa irecion Nomina 14 (.) 6 (5.3) 41 (0.4) (.4) (110.) (16.4) *Max. (63.) (110.) (16.4) 0 (4.3) (0.5) 1 (.) Rae in ir. Kz (b./in.) (313.6) (5) 1 (86) 10 (6) 10 (5) (68) Siffness Raio 0. *Incues saic an ynamic oas. -

4 Base Mouns wih Inerna Sopper Phone: Fax: DVNCED MTERI: Isoaor Naura Rubber Paes & Screw See, inc Pae M1 hs (1.5) Base Mouns The projecions shown are per ISO convenion. Caaog Number V1155MMSB0 V1155MMSB0 V1155MMSB0 ØD Ø 1 D (1.) (.) (3.) 106 (4.1) 11 (4.6) 141 (5.55) Ø 0 (.6) 85 (3.) 105 (4.13) The bui-in sopper for earhquake proecion reuces pars coun an insaaion abor eaing o cos reucion. Reuces space requiremen for insaaion. 1 (.4) 14.5 (.5) NOTES: 1. Dimensions in ( ) are inch.. No usabe for machines wih arge vibraion ampiue such as engines an compressors. PPICTIONS TRNSFORMERS EECTRIC DISTRIBUTION PNES UNINTERRUPTIBE POWER SUPPIES DISTRIBUTION PIPE SUPPORTS VENTITION UNITS Max. owabe oa kgf (b.) 8 (0.8) 00 (4.) 410 (03.) Rae (b./in.) (10) (45) 16 () Tensie Srengh 3 (.5) (0.8) 16 (3.5) Sopper Specificaion Shear Srengh 1 (.) 410 (03.) (0.8) 1 1 (.4) 1 (.6) 1 (.5) e cm (in. ) 1.13 (.). (.).84 (.44) Meric h s 1 (.5) 1 (.4) z cm 3 (in. 3 ) 0.1 (.01) 0. (.03) 0.6 (.04) CENTER OF GRVITY G hg h s niearhquake Srengh Formua: Tensie Force T = Shearing Force S = Shearing Sress = T Combine Sress s b = + m g {K H h G-(1-K V) G} S e n K H m g n S h s 0.1 e Evauaion: < = fs (shor erm aowabe shearing sress: 13 N/mm ) sb < = fb (shor erm aowabe bening sress: N/mm ) m = mass of he equipmen (kg) K H = esign vaue of horizona vibraion K V = esign vaue of verica vibraion n = number of soppers on one sie n = oa number of soppers e = effecive cross-seciona area of sopper (cm ) h s = heigh of sopper = sopper (cm 3 ) g = graviaiona acceeraion (m/s ) -10

5 DVNCED MTERI: Isoaor Rubber Paes See Nu See Base Mouns Fange Type (Femae) Phone: Fax: FOR ODS UP TO kgf (61.3 bf) f ØD HOES Ø 1 The projecions shown are per ISO convenion. Simpe esign an easy o insa Embee nu aows smaer space for aaching bo ows mouning in various orienaions in compression, shear an sane ange oaing Meric Base Mouns Caaog Number D 1 D f 1 V1151MFRB00 V1151MFRB0 V1151MFRB0 V1151MFRB0 V1151MFRB0 V1151MFRB0 (.1) (.1) 6 (1.0) (1.06) 0 (.) (1.5) (1.) 0 (.) 34 (1.34) 4 4 (1.3) (.) 6 (.44) 6 (.) 6 (.) 3 (1.4) 4 (1.8) 53 (.) 3 (.8) 5 (.0) 6 (.4). (.8). (.) M6 (.8) (.8) (.) (.) (.08) Caaog Number V1151MFRB00 V1151MFRB0 V1151MFRB0 V1151MFRB0 V1151MFRB0 V1151MFRB0 *Incues saic an ynamic oas. NOTES: Dimensions in ( ) are inch. Nomina oa irecion 16 (.3) (63.) 85 (.4) (13.5) 1 (6.5) 1 (8.6) *Max. owabe oa irecion (.4) 10 () (5.5) 33 (.8) (105.8) irecion (63.) 5 (1.1) 10 (34.8) 110 (4.5) 145 (31.) (61.3) Rae in ir. Kz kgf / cm (b. / in.) 0 (8) 0 (13) (34) (14) 3 (1) 6 (38) Siffness Raio Kx / Kz

MANN+HUMMEL Gap-type filters

MANN+HUMMEL Gap-type filters MANN+HUMMEL Gap-ype fiers 9 MANN+HUMMEL Gap-ype fiers Pae gap-ype fiers, wire gap-ype fiers an gap-ype ube fiers are suiabe for e firaion of igy conaminae ig an ow viscous meia suc as fue, ube ois, pains,

More information

Electronic Flow Meter FC04 (compressed air/gases)

Electronic Flow Meter FC04 (compressed air/gases) Elecronic Flow Meer FC0 (compressed air/gases) Descripion The miniaure Flow Meer FC0 is designed o operae wih air, compressed air, oxygen and nirogen. Sensor head inegral wih elecronic circuiry. When used

More information

11a Flow Monitor FS10-EX. Description

11a Flow Monitor FS10-EX. Description Flow Monior FS0-EX Descripion Compac single poin flow monior for use in zone (gases) and zones, (dus), MIN or MX monioring opions, suiable for air, gases, waer, aqueous liquids, oil. Wih screw-in or plug-in

More information

Flow Monitor FS10. introduction the company 4. the calorimetric principle 6. installation of monitoring heads 7. questionnaire 8

Flow Monitor FS10. introduction the company 4. the calorimetric principle 6. installation of monitoring heads 7. questionnaire 8 Flow Monior FS0 inroducion he company he calorimeric principle insallaion of monioring heads quesionnaire purpose medium devices page volume flow measuremen (mass flow/sandard volume flow, pressure) gases

More information

Common Mode Noise Filter. Description. Features. Applications. LCR Meter (3GHz) Source Meter. LCR Meter (3GHz) Four Lines LCF160804A750TG

Common Mode Noise Filter. Description. Features. Applications. LCR Meter (3GHz) Source Meter. LCR Meter (3GHz) Four Lines LCF160804A750TG escripion covers he specificaion of he engineering requiremens for boh Common Mode Noise Filer (CMF) for high speed differenial serial inerfaces, such as US 3., US 2., MIPI, -PHY or HMI. Pinou Two Lines

More information

Program: RFEM 5, RSTAB 8, RF-DYNAM Pro, DYNAM Pro. Category: Isotropic Linear Elasticity, Dynamics, Member

Program: RFEM 5, RSTAB 8, RF-DYNAM Pro, DYNAM Pro. Category: Isotropic Linear Elasticity, Dynamics, Member Verificaion Example Program: RFEM 5, RSTAB 8, RF-DYNAM Pro, DYNAM Pro Caegory: Isoropic Linear Elasiciy, Dynamics, Member Verificaion Example: 0104 Canilever Beam wih Periodic Exciaion 0104 Canilever Beam

More information

At the end of this lesson, the students should be able to understand

At the end of this lesson, the students should be able to understand Insrucional Objecives A he end of his lesson, he sudens should be able o undersand Sress concenraion and he facors responsible. Deerminaion of sress concenraion facor; experimenal and heoreical mehods.

More information

MECHANICAL ENGINEERING

MECHANICAL ENGINEERING 1 SSC-JE SFF SELECION COMMISSION MECHNICL ENGINEERING SUDY MERIL Cassroom Posta Correspondence est-series16 Rights Reserved www.sscje.com C O N E N 1. SIMPLE SRESSES ND SRINS 3-3. PRINCIPL SRESS ND SRIN

More information

Grain boundary diffusion

Grain boundary diffusion Grain bounar iffusion iffusion irecion For he sake of epanaion e us consier recanuar rains of wih an rain bounar of wih. Fu because of aice iffusion Fu because of rain bounar iffusion The effecive fu can

More information

Mechanical Fatigue and Load-Induced Aging of Loudspeaker Suspension. Wolfgang Klippel,

Mechanical Fatigue and Load-Induced Aging of Loudspeaker Suspension. Wolfgang Klippel, Mechanical Faigue and Load-Induced Aging of Loudspeaker Suspension Wolfgang Klippel, Insiue of Acousics and Speech Communicaion Dresden Universiy of Technology presened a he ALMA Symposium 2012, Las Vegas

More information

Crossed Roller Ways. Description of each series and Table of dimensions. Anti-Creep Cage Crossed Roller Way. Anti-Creep Cage Crossed Roller Way Unit

Crossed Roller Ways. Description of each series and Table of dimensions. Anti-Creep Cage Crossed Roller Way. Anti-Creep Cage Crossed Roller Way Unit Crossed Roller ays Descripion of each series and Table of dimensions Ani-Creep Cage Crossed Roller ay Page - o -1 Ani-Creep Cage Crossed Roller ay Uni Page -1 o - Crossed Roller ay Page - o -1 Crossed

More information

Micrologic Control units 2.0 and 5.0 Low Voltage Products

Micrologic Control units 2.0 and 5.0 Low Voltage Products Micrologic Conol unis.0 and 5.0 Low Volage Producs User manual We do more wih eleciciy. Micrologic Conol unis.0 and 5.0 Discovering your conol uni Idenifying your conol uni Overview of funcions 4 Seing

More information

Physics Equation List :Form 4 Introduction to Physics

Physics Equation List :Form 4 Introduction to Physics Physics Equaion Lis :Form 4 Inroducion o Physics Relaive Deviaion Relaive Deviaion Mean Deviaion 00% Mean Value Prefixes Unis for Area and Volume Prefixes Value Sandard form Symbol Tera 000 000 000 000

More information

4 3 a b (C) (a 2b) (D) (2a 3b)

4 3 a b (C) (a 2b) (D) (2a 3b) * A balloon is moving verically pwards wih a velociy of 9 m/s. A sone is dropped from i and i reaches he grond in 10 sec. The heigh of he balloon when he sone was dropped is (ake g = 9.8 ms - ) (a) 100

More information

Lesson 03 Transient Response of Transmission Lines

Lesson 03 Transient Response of Transmission Lines Eecromagneics P- esson Transien esponse of Transmission ines Inroucion Paria refecion an ransmission occur wheneer a wae mees wih a isconinuiy ie an inerface beween feren maerias Muipe isconinuiies cause

More information

Q.1 Define work and its unit?

Q.1 Define work and its unit? CHP # 6 ORK AND ENERGY Q.1 Define work and is uni? A. ORK I can be define as when we applied a force on a body and he body covers a disance in he direcion of force, hen we say ha work is done. I is a scalar

More information

Flow-Induced Vibration Analysis of Supported Pipes with a Crack

Flow-Induced Vibration Analysis of Supported Pipes with a Crack Flow-Induced Vibraion Analsis of Suppored Pipes wih a Crack Jin-Huk Lee, Samer Masoud Al-Said Deparmen of Mechanical Engineering American Universi of Sharjah, UAE Ouline Inroducion and Moivaion Aeroacousicall

More information

Lecture 6: Condenser and Reboiler Design

Lecture 6: Condenser and Reboiler Design Lecure 6: Conenser an Reboiler Design 2.1.2.3. Pressure rop calculaion i. Tube sie pressure rop In case of ube sie conensaion: For conensaion in he ube sie by aking one-half of he convenional pressure

More information

NEWTON S SECOND LAW OF MOTION

NEWTON S SECOND LAW OF MOTION Course and Secion Dae Names NEWTON S SECOND LAW OF MOTION The acceleraion of an objec is defined as he rae of change of elociy. If he elociy changes by an amoun in a ime, hen he aerage acceleraion during

More information

Theme 6 Shearing stress in bending

Theme 6 Shearing stress in bending Elasici and plasici Theme 6 Shearing sress in bending Basic relaionships and condiions o soluions Shearing sress in chosen cross-secions Dimension o members in shear Shear lux and shear cenre Composie

More information

Involute Gear Tooth Bending Stress Analysis

Involute Gear Tooth Bending Stress Analysis Involue Gear Tooh Bending Sress Analysis Lecure 21 Engineering 473 Machine Design Gear Ineracion Line of Ceners Line Tangen o s Line Normal o Line of Ceners 1 s Close Up of Meshed Teeh Line of Conac W

More information

Item 207F 2-Piece Flanged Ball Valve

Item 207F 2-Piece Flanged Ball Valve Manuacurer o Valves Iem F -Piece Flanged Ball Valve ANI0/ PN / ANI00/ PN 0 IZE: /"-" PEIFIATIN (/" o ") * Body & end caps qualiy invesmen casing * Available in sainless seel or carbon seel * wih I mouning

More information

INDEX. Transient analysis 1 Initial Conditions 1

INDEX. Transient analysis 1 Initial Conditions 1 INDEX Secion Page Transien analysis 1 Iniial Condiions 1 Please inform me of your opinion of he relaive emphasis of he review maerial by simply making commens on his page and sending i o me a: Frank Mera

More information

Timber to Timber and Steel to Timber Connections

Timber to Timber and Steel to Timber Connections -1-1 EN 1995 Timber o Timber an See o Timber s D O R Daa Shee No. 01 1.01 Axia Capaciy D Sysem (Pu-hrough of he Hea) h (Pu-ou of he ) ef D-T-H1-8xL 70 49 4,7 80 54 4,71 30 mm 100 65 5,67 Rax,k =,10 kn

More information

Summary of shear rate kinematics (part 1)

Summary of shear rate kinematics (part 1) InroToMaFuncions.pdf 4 CM465 To proceed o beer-designed consiuive equaions, we need o know more abou maerial behavior, i.e. we need more maerial funcions o predic, and we need measuremens of hese maerial

More information

Finite element method for structural dynamic and stability analyses

Finite element method for structural dynamic and stability analyses Finie elemen mehod for srucural dynamic and sabiliy analyses Modules- & 3 Finie elemen analysis of dynamics of planar russes and frames. Analysis of equaions of moion. Lecure-7: FE modeling of planar srucures:

More information

236 CHAPTER 3 Torsion. Strain Energy in Torsion

236 CHAPTER 3 Torsion. Strain Energy in Torsion 36 CHAPER 3 orsion Srain Energy in orsion Problem 3.9-1 A solid circular bar of seel (G 11. 1 6 psi) wih lengh 3 in. and diameer d 1.75 in. is subjeced o pure orsion by orques acing a he ends (see figure).

More information

VTU NOTES QUESTION PAPERS NEWS RESULTS FORUMS

VTU NOTES QUESTION PAPERS NEWS RESULTS FORUMS MECHANICAL DRIVES: They are Two groups,. Drives ha ransmi power by means of fricion: eg: bel rives an rope rives.. Drives ha ransmi power by means of engagemen: eg: chain rives an gear rives. However,

More information

ME 391 Mechanical Engineering Analysis

ME 391 Mechanical Engineering Analysis Fall 04 ME 39 Mechanical Engineering Analsis Eam # Soluions Direcions: Open noes (including course web posings). No books, compuers, or phones. An calculaor is fair game. Problem Deermine he posiion of

More information

Practice Problems - Week #4 Higher-Order DEs, Applications Solutions

Practice Problems - Week #4 Higher-Order DEs, Applications Solutions Pracice Probles - Wee #4 Higher-Orer DEs, Applicaions Soluions 1. Solve he iniial value proble where y y = 0, y0 = 0, y 0 = 1, an y 0 =. r r = rr 1 = rr 1r + 1, so he general soluion is C 1 + C e x + C

More information

CHAPTER 9. Columns and Struts

CHAPTER 9. Columns and Struts CHATER 9 Coumns and Struts robem. Compare the ratio of the strength of soid stee coumn to that of the hoow stee coumn of the same cross-sectiona area. The interna diameter of the hoow coumn is /th of the

More information

ANALYSIS OF REINFORCED CONCRETE BUILDINGS IN FIRE

ANALYSIS OF REINFORCED CONCRETE BUILDINGS IN FIRE ANALYSIS OF REINFORCED CONCRETE BUILDINGS IN FIRE Dr Zhaohui Huang Universiy of Sheffield 6 May 2005 1 VULCAN layered slab elemens: connecion o beam elemens Plae Elemen Slab nodes y x Reference Plane h

More information

The Need for Traceable High Shock Vibration Calibration. APMP TCAUV Workshop

The Need for Traceable High Shock Vibration Calibration. APMP TCAUV Workshop SPEKTRA Schwingungsechnik und Akusik GmbH Dresden Calibraion Sysems Special Equipmen DKD Laboraory Environmenal Tesing The Need for Traceable High Shock Vibraion Calibraion APMP TCAUV Workshop 2011 12

More information

Second-Order Differential Equations

Second-Order Differential Equations WWW Problems and Soluions 3.1 Chaper 3 Second-Order Differenial Equaions Secion 3.1 Springs: Linear and Nonlinear Models www m Problem 3. (NonlinearSprings). A bod of mass m is aached o a wall b means

More information

THEORETICAL ANALYSIS OF BAR FORGING OF SINTERED PREFORM

THEORETICAL ANALYSIS OF BAR FORGING OF SINTERED PREFORM Proceeings of he Naional Conference on Trens an Avances in Mechanical Engineering, YMCA Insiue of Engineering, Fariaba, Haryana.., Dec 9-, 6 THEORETICAL ANALYSIS OF BAR FORGING OF SINTERED PREFORM Abhay

More information

Benefits/Application. Very high-cycle fatigue resistant up to 100 % of nominal load. Extremely robust against side forces and bending moments

Benefits/Application. Very high-cycle fatigue resistant up to 100 % of nominal load. Extremely robust against side forces and bending moments Data sheet Force transducer Series RF-I (160 kn 4000 kn) Benefits/Application Accuracy class 0,05 For static and dynamic tensile and compressive forces Very high-cycle fatigue resistant up to 100 of nominal

More information

3, so θ = arccos

3, so θ = arccos Mahemaics 210 Professor Alan H Sein Monday, Ocober 1, 2007 SOLUTIONS This problem se is worh 50 poins 1 Find he angle beween he vecors (2, 7, 3) and (5, 2, 4) Soluion: Le θ be he angle (2, 7, 3) (5, 2,

More information

Finite Element Analysis of Structures

Finite Element Analysis of Structures KAIT OE5 Finie Elemen Analysis of rucures Mid-erm Exam, Fall 9 (p) m. As shown in Fig., we model a russ srucure of uniform area (lengh, Area Am ) subjeced o a uniform body force ( f B e x N / m ) using

More information

Friction (kpa) Cross correlation between qc qc & & fs fs

Friction (kpa) Cross correlation between qc qc & & fs fs CPT: CPT- Toal deph:. m, Dae: -- Surface Elevaion:. m Coords: X:., Y:. Cone Cone resisance Sleeve Sleeve fricion Pore Pore pressure Tip resisance (MPa), Fricion (kpa) Cross correlaion beween qc qc & &

More information

Benefits/Application. For static and dynamic tensile and compressive forces. Easy assembling, lots of possibilities. Options/Accessories

Benefits/Application. For static and dynamic tensile and compressive forces. Easy assembling, lots of possibilities. Options/Accessories D a t a s h e e t F o r c e T r a n s d u c e r S e r i e s R F ( 2 5 k N 0 M N ) Benefits/Application For static and dynamic tensile and compressive forces Outstanding overload-tolerance Very high-cycle

More information

Nature Neuroscience: doi: /nn Supplementary Figure 1. Spike-count autocorrelations in time.

Nature Neuroscience: doi: /nn Supplementary Figure 1. Spike-count autocorrelations in time. Supplemenary Figure 1 Spike-coun auocorrelaions in ime. Normalized auocorrelaion marices are shown for each area in a daase. The marix shows he mean correlaion of he spike coun in each ime bin wih he spike

More information

Y 0.4Y 0.45Y Y to a proper ARMA specification.

Y 0.4Y 0.45Y Y to a proper ARMA specification. HG Jan 04 ECON 50 Exercises II - 0 Feb 04 (wih answers Exercise. Read secion 8 in lecure noes 3 (LN3 on he common facor problem in ARMA-processes. Consider he following process Y 0.4Y 0.45Y 0.5 ( where

More information

v A Since the axial rigidity k ij is defined by P/v A, we obtain Pa 3

v A Since the axial rigidity k ij is defined by P/v A, we obtain Pa 3 The The rd rd Inernaional Conference on on Design Engineering and Science, ICDES 14 Pilsen, Czech Pilsen, Republic, Czech Augus Republic, 1 Sepember 1-, 14 In-plane and Ou-of-plane Deflecion of J-shaped

More information

Design and development of multi-utility zero slip gripper system by application of mating worm system

Design and development of multi-utility zero slip gripper system by application of mating worm system ISSN 2395-1621 Design and development of multi-utility zero slip gripper system by application of mating worm system #1 Pooja D. Shintre, #2 Sambhaji S. Gaikwad #1 Mechanical Design, Sinhgad Institute

More information

Relaxation. T1 Values. Longitudinal Relaxation. dm z dt. = " M z T 1. (1" e "t /T 1 ) M z. (t) = M 0

Relaxation. T1 Values. Longitudinal Relaxation. dm z dt. =  M z T 1. (1 e t /T 1 ) M z. (t) = M 0 Relaxaion Bioengineering 28A Principles of Biomedical Imaging Fall Quarer 21 MRI Lecure 2 An exciaion pulse roaes he magneiaion vecor away from is equilibrium sae (purely longiudinal). The resuling vecor

More information

PHYSICS ATAR COURSE YEAR 12 FORMULAE AND DATA BOOKLET

PHYSICS ATAR COURSE YEAR 12 FORMULAE AND DATA BOOKLET PHYSICS ATAR COURSE YEAR 12 FORMULAE AND DATA BOOKLET 2017 Copyrigh School Curriculum and Sandards Auhoriy, 2016 This documen apar from any hird pary copyrigh maerial conained in i may be freely copied,

More information

Math 2214 Solution Test 1 B Spring 2016

Math 2214 Solution Test 1 B Spring 2016 Mah 14 Soluion Te 1 B Spring 016 Problem 1: Ue eparaion of ariable o ole he Iniial alue DE Soluion (14p) e =, (0) = 0 d = e e d e d = o = ln e d uing u-du b leing u = e 1 e = + where C = for he iniial

More information

2001 November 15 Exam III Physics 191

2001 November 15 Exam III Physics 191 1 November 15 Eam III Physics 191 Physical Consans: Earh s free-fall acceleraion = g = 9.8 m/s 2 Circle he leer of he single bes answer. quesion is worh 1 poin Each 3. Four differen objecs wih masses:

More information

Work Power Energy. For conservaive orce ) Work done is independen o he pah ) Work done in a closed loop is zero ) Work done agains conservaive orce is sored is he orm o poenial energy 4) All he above.

More information

Delhi Noida Bhopal Hyderabad Jaipur Lucknow Indore Pune Bhubaneswar Kolkata Patna Web: Ph:

Delhi Noida Bhopal Hyderabad Jaipur Lucknow Indore Pune Bhubaneswar Kolkata Patna Web:     Ph: Seria : 0 GH1_ME Strength of Materia_1019 Dehi Noida hopa Hyderabad Jaipur Lucknow Indore une hubaneswar Kokata atna Web: E-mai: info@madeeasy.in h: 011-5161 LSS TEST 019-00 MEHNIL ENGINEERING Subject

More information

Wall. x(t) f(t) x(t = 0) = x 0, t=0. which describes the motion of the mass in absence of any external forcing.

Wall. x(t) f(t) x(t = 0) = x 0, t=0. which describes the motion of the mass in absence of any external forcing. MECHANICS APPLICATIONS OF SECOND-ORDER ODES 7 Mechanics applicaions of second-order ODEs Second-order linear ODEs wih consan coefficiens arise in many physical applicaions. One physical sysems whose behaviour

More information

Maintenance Models. Prof. Robert C. Leachman IEOR 130, Methods of Manufacturing Improvement Spring, 2011

Maintenance Models. Prof. Robert C. Leachman IEOR 130, Methods of Manufacturing Improvement Spring, 2011 Mainenance Models Prof Rober C Leachman IEOR 3, Mehods of Manufacuring Improvemen Spring, Inroducion The mainenance of complex equipmen ofen accouns for a large porion of he coss associaed wih ha equipmen

More information

GENERALITIES TAPER SHAFT UNTHREADED FASTENERS. Friction assemblies - torque transmitted by friction. Taper rings. Taper shaft Taper bore

GENERALITIES TAPER SHAFT UNTHREADED FASTENERS. Friction assemblies - torque transmitted by friction. Taper rings. Taper shaft Taper bore B Exernal ighening Taer shaf Taer bore UNTHREAE ASTENERS ricion assemblies - orque ransmie by fricion f / m M Tighening bush Exernal ighening Taer rings (Clam ring) wih inermeiary elemens Exernal ighening

More information

METAL OXIDE VARISTORS TNR TM

METAL OXIDE VARISTORS TNR TM MEAL OXIE VARISORS NR M RoS Complian hen he surge energy much higher han he raed maximum energy is applied o he varisors, i may blow up and cach fi re. NR SE series is o preven from being caugh fi re even

More information

MECHANICS OF MATERIALS Poisson s Ratio

MECHANICS OF MATERIALS Poisson s Ratio Poisson s Raio For a slender bar subjeced o axial loading: ε x x y 0 The elongaion in he x-direcion i is accompanied by a conracion in he oher direcions. Assuming ha he maerial is isoropic (no direcional

More information

SIMPLIFIED DESIGN MODEL FOR REINFORCED MASONRY

SIMPLIFIED DESIGN MODEL FOR REINFORCED MASONRY 1 h Inernaional Brick an Block Masonry Conference Amseram, July 4-7, 004 SIMPLIFIED DESIGN MODEL FOR REINFORCED MASONRY Carl-Alexaner Graubner 1, Chrisian Glock Absrac In regar o an economic esign of reince

More information

KLINGERballostar-A Ball valve with flange connection and full port, long

KLINGERballostar-A Ball valve with flange connection and full port, long KLINGERaostar-A Ba vave with ange connection and u port, ong A Type KHA-FL Mareria code III/ Grey cast iron PN G Pressure and temperature imits see pages -1 h h5 SW 1 H Øk ± 0, rotated in the section Lever

More information

IB Physics Kinematics Worksheet

IB Physics Kinematics Worksheet IB Physics Kinemaics Workshee Wrie full soluions and noes for muliple choice answers. Do no use a calculaor for muliple choice answers. 1. Which of he following is a correc definiion of average acceleraion?

More information

A dynamic AS-AD Model

A dynamic AS-AD Model A ynamic AS-AD Moel (Lecure Noes, Thomas Seger, Universiy of Leipzig, winer erm 10/11) This file escribes a ynamic AS-AD moel. The moel can be employe o assess he ynamic consequences of macroeconomic shocks

More information

CHAPTER 53 METHODS OF DIFFERENTIATION

CHAPTER 53 METHODS OF DIFFERENTIATION CHAPTER 5 METHODS OF DIFFERENTIATION EXERCISE 5 Page 67. Differeniae wih respec o : (a 5 5 (b.4.5 (c 5 4 (a If 5 5 hen (5 4 ( 5 8.4.5 (b If.4.5 hen (.4.5 (.5 (c If hen. Differeniae wih respec o : (a 4

More information

3. Mathematical Modelling

3. Mathematical Modelling 3. Mahemaical Moelling 3.1 Moelling principles 3.1.1 Moel ypes 3.1.2 Moel consrucion 3.1.3 Moelling from firs principles 3.2 Moels for echnical sysems 3.2.1 Elecrical sysems 3.2.2 Mechanical sysems 3.2.3

More information

3.2 HP 114 HIGH PERFORMANCE BUTTERFLY VALVE HP 114 TECHNICAL DATA

3.2 HP 114 HIGH PERFORMANCE BUTTERFLY VALVE HP 114 TECHNICAL DATA ug type butterfly valve in double-eccentric construction. Reliable sealing even with extreme temperature and pressure conditions. TECHNICA DATA Nominal diameter: 0 larger nominal diameter on request Face-to-face:

More information

HYBRID COMPOSITE PLATES WITH SHAPE MEMORY ALLOY FIBERS

HYBRID COMPOSITE PLATES WITH SHAPE MEMORY ALLOY FIBERS HYBRD COMPOSTE PLATES WTH SHAPE MEMORY ALLOY FBERS MARCELO AMORM SAV Deparameno de Engenharia Mecânica e de Maeriais, nsiuo Miliar de Engenharia.9.7, Rio de Janeiro, RJ - E-Mail: d4savi@epq.ime.eb.br PEDRO

More information

3 General forced response

3 General forced response 3 General forced response So far, all of he driving forces have been sine or cosine exciaions In his chaper we examine he response o any form of exciaion such as Impulse Sums of sines and cosines Any inegrable

More information

Basic notions of probability theory (Part 2)

Basic notions of probability theory (Part 2) Basic noions of probabiliy heory (Par 2) Conens o Basic Definiions o Boolean Logic o Definiions of probabiliy o Probabiliy laws o Random variables o Probabiliy Disribuions Random variables Random variables

More information

DATA SHEET MULTILAYER CERAMIC CAPACITORS CC Series Y5V 10 V TO 50 V

DATA SHEET MULTILAYER CERAMIC CAPACITORS CC Series Y5V 10 V TO 50 V DAA SHEE MULILAYER CERAMIC CAPACIORS Series Y5V 10 V O 50 V Product Specification Supersedes Date of Jan 14, 2005 Product specification 2 Surface Mount Multilayer Ceramic Capacitors SCOPE his specification

More information

Physics 218 Exam 1. with Solutions Fall 2010, Sections Part 1 (15) Part 2 (20) Part 3 (20) Part 4 (20) Bonus (5)

Physics 218 Exam 1. with Solutions Fall 2010, Sections Part 1 (15) Part 2 (20) Part 3 (20) Part 4 (20) Bonus (5) Physics 18 Exam 1 wih Soluions Fall 1, Secions 51-54 Fill ou he informaion below bu o no open he exam unil insruce o o so! Name Signaure Suen ID E-mail Secion # ules of he exam: 1. You have he full class

More information

Lecture 4: Exponential Smoothing for Trended and Seasonal Time Series

Lecture 4: Exponential Smoothing for Trended and Seasonal Time Series NATCOR: Forecasing & Predicive Anayics Lecure 4: Exponenia Smoohing for Trended and Seasona Time Series John Boyan Lancaser Cenre for Forecasing Deparmen of Managemen Science Srucure of his Lecure Par

More information

Technical Data for Profiles. Groove position, external dimensions and modular dimensions

Technical Data for Profiles. Groove position, external dimensions and modular dimensions Technica Data for Profies Extruded Profie Symbo A Mg Si 0.5 F 25 Materia number.206.72 Status: artificiay aged Mechanica vaues (appy ony in pressing direction) Tensie strength Rm min. 245 N/mm 2 Yied point

More information

ES2A7 - Fluid Mechanics Example Classes Example Questions (Set IV)

ES2A7 - Fluid Mechanics Example Classes Example Questions (Set IV) ESA7 - Flui Mechanics Eample Classes Eample Quesions (Se IV) Quesion : Dimensional analysis a) I is observe ha he velociy V of a liqui leaving a nozzle epens upon he pressure rop P an is ensiy ρ. Show

More information

3~ Rectifier Bridge, half-controlled (high-side) + Brake Unit + NTC /20 NTC. Features / Advantages: Applications: Package: E2-Pack

3~ Rectifier Bridge, half-controlled (high-side) + Brake Unit + NTC /20 NTC. Features / Advantages: Applications: Package: E2-Pack ZB3-6ioX hyrisor Module M = 6 I = D FSM = 7 I 3~ ecifier Brake hopper ES = 2 I = 2 2 E(sa) =,8 3~ ecifier Bridge, half-conrolled (high-side) + Brake Uni + N Par number ZB3-6ioX Backside: isolaed / 3 2

More information

DISPLACEMENT-BASED SEISMIC DESIGN OF RC BRIDGE COLUMNS

DISPLACEMENT-BASED SEISMIC DESIGN OF RC BRIDGE COLUMNS 13 h World Conference on Earhquake Engineering Vancouver, B.C., Canada Augus 1-6, 004 Paper No. 304 ISPLACEMENT-BASE SEISMIC ESIGN OF RC BRIGE COLUMNS Qiang XUE 1 and Chia-Wei WU SUMMARY A displacemen-based

More information

How Did You Do? Rock Cycle Cooling & Crystallization. The Basics of Plate Tectonics. The Plates of Plate Tectonics. GIS - Seeing the Plates

How Did You Do? Rock Cycle Cooling & Crystallization. The Basics of Plate Tectonics. The Plates of Plate Tectonics. GIS - Seeing the Plates The Rock ycle Uplifed To The Surface Weahering, Erosion & Deposiion w Did You Do? Rock ycle ooling & rysallizaion Igneous Magma Hea & Pressure Uplifed o he Surface Uplifed To he Surface Hea & Pressure

More information

Validation of Micro-Perforated Panels Models

Validation of Micro-Perforated Panels Models Purue Universiy Purue e-pubs Publicaions of he Ray W. Herrick Laboraories School of Mechanical Engineering 10-008 Valiaion of Micro-Perforae Panels Moels J Suar Bolon Purue Universiy, bolon@purue.eu Kang

More information

DESIGN OF TENSION MEMBERS

DESIGN OF TENSION MEMBERS CHAPTER Srcral Seel Design LRFD Mehod DESIGN OF TENSION MEMBERS Third Ediion A. J. Clark School of Engineering Deparmen of Civil and Environmenal Engineering Par II Srcral Seel Design and Analysis 4 FALL

More information

Single Phase Line Frequency Uncontrolled Rectifiers

Single Phase Line Frequency Uncontrolled Rectifiers Single Phae Line Frequency Unconrolle Recifier Kevin Gaughan 24-Nov-03 Single Phae Unconrolle Recifier 1 Topic Baic operaion an Waveform (nucive Loa) Power Facor Calculaion Supply curren Harmonic an Th

More information

Structure and Features

Structure and Features PILLOALL Spherica ushins - Insert PILLOALL Ro Ens - Insert PILLOALL Ro Ens - ie-cast PILLOALL Ro Ens - Maintenance-free Structure an Features PILLOALLs are compact sef-ainin spherica bushins that can support

More information

3.1 HP 111 HIGH-PERFORMANCE BUTTERFLY VALVE HP 111 TECHNICAL DATA

3.1 HP 111 HIGH-PERFORMANCE BUTTERFLY VALVE HP 111 TECHNICAL DATA HIGH-PERFORMANCE BUTTERFY VAVE HP 111 Wafer type butterfly valve in double-eccentric construction. Reliable sealing even with extreme temperature and pressure conditions. TECHNICA DATA Nominal diameter:

More information

Prediction of Concrete Fracture Mechanics Behavior and Size Effect using Cohesive Zone Modeling

Prediction of Concrete Fracture Mechanics Behavior and Size Effect using Cohesive Zone Modeling Predicion of Concree Fracure Mechanics Behavior and Size Effec using Cohesive Zone Modeling Kyoungsoo Park, Glaucio H. Paulino, Jeffery R. Roesler Deparmen of Civil and Environmenal Engineering Universiy

More information

IDENTIFICATION OF FROM TESTS. ECERTA Workshop. 13 th September 2010

IDENTIFICATION OF FROM TESTS. ECERTA Workshop. 13 th September 2010 IDENIFICAION OF SRUCURAL DAMPING FROM ESS Marco Pranina ECERA Workshop 3 h Sepember Conens - Objecives of he research - Energy balance ienificaion meho - Valiaion (Numerical simulaion / Eperimens) - Fuure

More information

Radioactive Decay. or N = N 0 e -λt. or A = A 0 e -λt 1

Radioactive Decay. or N = N 0 e -λt. or A = A 0 e -λt 1 Radioacive Decay Aciviy: Unis: he number of aoms ha decay per uni ime: (disineraions per second). Becquerel (Bq) = 1 dps Curie (Ci) [old uni] = 3.7 x 10 10 Bq exacly (oriinally defined as he aciviy of

More information

Candidate Number. General Certificate of Education Advanced Level Examination January 2012

Candidate Number. General Certificate of Education Advanced Level Examination January 2012 entre Number andidate Number Surname Other Names andidate Signature Genera ertificate of Education dvanced Leve Examination January 212 Physics PHY4/1 Unit 4 Fieds and Further Mechanics Section Tuesday

More information

15210 RECORDING TIMER - AC STUDENT NAME:

15210 RECORDING TIMER - AC STUDENT NAME: CONTENTS 15210 RECORDING TIMER - AC STUDENT NAME: REQUIRED ACCESSORIES o C-Clamps o Ruler or Meer Sick o Mass (200 g or larger) OPTIONAL ACCESSORIES o Ticker Tape Dispenser (#15225) o Consan Speed Vehicle

More information

ES 330 Electronics II Homework 03 (Fall 2017 Due Wednesday, September 20, 2017)

ES 330 Electronics II Homework 03 (Fall 2017 Due Wednesday, September 20, 2017) Pae1 Nae Soluios ES 330 Elecroics II Hoework 03 (Fall 017 ue Wedesday, Sepeber 0, 017 Proble 1 You are ive a NMOS aplifier wih drai load resisor R = 0 k. The volae (R appeari across resisor R = 1.5 vols

More information

Cipriani Harrison Valves Corp.

Cipriani Harrison Valves Corp. Butterfly Valve pplication Stainless steel hygienic butterfly valves are used in process piping systems for isolation and control. Butterfly valves operate either manually or automatically. Working Principle

More information

DC Miniature Solenoids KLM Varioline

DC Miniature Solenoids KLM Varioline DC Miniure Solenoi KLM Vrioline DC Miniure Solenoi Type KLM Deign: Single roke olenoi pulling n puhing, oule roke n invere roke ype. Snr: Zinc ple (opionl: pine / nickel ple) Fixing: Cenrl or flnge mouning.

More information

High Current Ferrite Chip Bead(Lead Free)

High Current Ferrite Chip Bead(Lead Free) High Curren Ferrie Chip Bead(Lead Free) P1. HCB-Series 1.Feaures 1.Monolihic inorganic maerial consrucion. 2.Low DC resisance srucure of elecrode o preven waseful elecric power consumpion. 3.Closed magneic

More information

Structural Dynamics and Earthquake Engineering

Structural Dynamics and Earthquake Engineering Srucural Dynamics and Earhquae Engineering Course 1 Inroducion. Single degree of freedom sysems: Equaions of moion, problem saemen, soluion mehods. Course noes are available for download a hp://www.c.up.ro/users/aurelsraan/

More information

Logistic growth rate. Fencing a pen. Notes. Notes. Notes. Optimization: finding the biggest/smallest/highest/lowest, etc.

Logistic growth rate. Fencing a pen. Notes. Notes. Notes. Optimization: finding the biggest/smallest/highest/lowest, etc. Opimizaion: finding he bigges/smalles/highes/lowes, ec. Los of non-sandard problems! Logisic growh rae 7.1 Simple biological opimizaion problems Small populaions AND large populaions grow slowly N: densiy

More information

NDT452P P-Channel Enhancement Mode Field Effect Transistor

NDT452P P-Channel Enhancement Mode Field Effect Transistor Sepember 996 NT452P P-Channel Enhancemen Mode Field Effec Transisor General escripion Feaures Power SOT P-Channel enhancemen mode power field effec ransisors are produced using Fairchild's proprieary,

More information

d = ½(v o + v f) t distance = ½ (initial velocity + final velocity) time

d = ½(v o + v f) t distance = ½ (initial velocity + final velocity) time BULLSEYE Lab Name: ANSWER KEY Dae: Pre-AP Physics Lab Projecile Moion Weigh = 1 DIRECTIONS: Follow he insrucions below, build he ramp, ake your measuremens, and use your measuremens o make he calculaions

More information

Valve proving control TC 410

Valve proving control TC 410 Valve proving conrol TC 0 T... ediion.99 9.0 8.0.0.0.0 Valve proving conrol TC 0 Valve consising of elecronic monioring uni and addiional exernal swich ing independen of ype of gas and Checks boh shu-off

More information

Design of Combined Footings

Design of Combined Footings 7 Design of Combine Footings Summary of combine footing esign is shown in the following steps. 1- Select a trial footing epth. - Establish the require base area of the footing: Uniform soil pressure is

More information

MLCC Gold Termination AU Series

MLCC Gold Termination AU Series MCC Gold erminaion AU Series General Specificaions AVX Corporaion will suppor hose cusomers for commercial and miliary Mulilayer Ceramic Capaciors wih a erminaion consising of Gold. his erminaion is indicaed

More information

Disribued by: www.jameco.com -800-83-44 The conen and copyrighs of he aached maerial are he propery of is owner. Preferred Device Schoky Barrier Diodes These Schoky barrier diodes are designed for high

More information

Today - Lecture 13. Today s lecture continue with rotations, torque, Note that chapters 11, 12, 13 all involve rotations

Today - Lecture 13. Today s lecture continue with rotations, torque, Note that chapters 11, 12, 13 all involve rotations Today - Lecue 13 Today s lecue coninue wih oaions, oque, Noe ha chapes 11, 1, 13 all inole oaions slide 1 eiew Roaions Chapes 11 & 1 Viewed fom aboe (+z) Roaional, o angula elociy, gies angenial elociy

More information

GRAAD 12 NATIONAL SENIOR CERTIFICATE GRADE 12

GRAAD 12 NATIONAL SENIOR CERTIFICATE GRADE 12 GRAAD 12 NATIONAL SENIOR CERTIFICATE GRADE 12 ELECTRICAL TECHNOLOGY NOVEMBER 2015 MARKS: 200 TIME: 3 hours This quesion paper consiss of 13 pages and a 2-page formua shee. Eecrica Technoogy 2 DBE/November

More information

Theory of! Partial Differential Equations-I!

Theory of! Partial Differential Equations-I! hp://users.wpi.edu/~grear/me61.hml! Ouline! Theory o! Parial Dierenial Equaions-I! Gréar Tryggvason! Spring 010! Basic Properies o PDE!! Quasi-linear Firs Order Equaions! - Characerisics! - Linear and

More information

NDT014L N-Channel Logic Level Enhancement Mode Field Effect Transistor

NDT014L N-Channel Logic Level Enhancement Mode Field Effect Transistor Augus 996 NT04L N-Channel Logic Level Enhancemen Mode Field Effec Transisor General escripion Feaures These N-Channel logic level enhancemen mode power field effec ransisors are produced using Fairchild's

More information

American Cakery. ... made by erlenbacher

American Cakery. ... made by erlenbacher A C P O D W P P- C / 1050 NEW C-Cff -C S 1700 1 7/6 105 NEW Bb-C S 1900 1 7/6 5 10519 NEW C-B-C S 1950 1 7/6 5 1056 NEW Rb-G-C S 1700 1 7/6 6 1055 NEW R B 1100 16 1/1 7 1051 NEW C B 750 1 1/1 10 101051

More information