Stereoscopic Plotting Instruments | SURE 340, Study notes of Engineering

Material Type: Notes; Professor: Burtch; Class: Photogrammetry; Subject: Surveying Engineering; University: Ferris State University; Term: Spring 2008;

Typology: Study notes

Pre 2010

Uploaded on 08/07/2009

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SURE 340 - Photogrammetry 11/3/2008
Stereoscopic Plotting Instruments 1
STEREOSCOPICPLOTTING
INSTRUMENTS
CenterforPhotogrammetricTraining
FerrisStateUniversity
RCB
INTRODUCTION
Stereoplotter
Providesrigorous,accuratesolutionforobject
pointlocation(X,Y, Z)fromimagesappearingin
overlappingpairofphotos
Accuracydependson3orientationprocesses
Interiororientation
Relativeorientation
Absoluteorientation
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  • StereoplotterCenter^ STEREOSCOPIC^ INTRODUCTION^ INSTRUMENTSforFerris^ Photogrammetric^ State^ UniversityPLOTTING^ Training^ RCB
  • Accuracy^ – – – –^ Provides^ point^ overlappingInteriorRelativeAbsolute^ location dependsorientation^ orientation rigorous,orientation^ pair^ (X,^ of^ Y,^ accurateon^ photosZ)^ from 3 orientation^ imagessolution^ appearing^ for processes^ object^ in
  • • (^) 1.2.3.4.1.2.FourOther DirectMechanical instrumentsAnalyticalSoftcopyBy order)According “theoretically accuracygeneralDIRECT classification^ CLAFFICATION optical or stereoplottersto (^) STEREOPLOTTERS (^) ordigitalcapabilitycategories whether projectionOPTICAL (^) correct”optical stereoplotters methods‐ mechanicalan (firstsolution instruments “approximate”^ PROJECTIONOF‐, second^ PLOTTERSis obtainedprojection‐, or solutionthird or 1.2.3.4.5.6.7.8.9.10. Projector11. Tracing MainReferenceTracingPlatenGuideProjectorsIlluminationDiapositivesLeveling frame rods tablepencil screws bar table lamps
  • • • • • Light lensesRequiresLensIntersection projectorTo recreate formularays and PROJECTION PROJECTION operationlensprojected intercepted must (^) relativemust occur bef 1 inthrough' (^) =dark satisfiedangular below withinp (^1) +room projector h (^1) SYSTEMS SYSTEMon depth relationships platen of objective field of
    • – Projectors movement (^6) • • • • • • possible ωϕκXYZ translationtranslationtranslation(phi)(kappa)(omega) – y formust – zcapabilities rotation– x eachrotation rotation have projectoralso (^) alsorotational also called called called tip swing andtilt translational
  • • AnaglyphicPolarized similar system INTERIOR platen system^ VIEWING viewing ORIENTATION^ SYSTEMS • Stereo (SIA) ‐image alternator
    • • (^) 1.2.3.4.RecreatesFour CenteringSettingPreparationCompensation steps off geometry diapositives the of properthefor imagediapositive of principalon the distortions the taking projectors distance camera
  • • • Recreate between ofCondition: projectionCoplanarity concept: – Just groundthe RELATIVElikephotography (^) Relative (^) pointthediapositivesthat centerseach same whichand model the form^ relative existed ORIENTATIONOrientation twothat point a exposure planeforexisted relationship andthe in corresponding the stationsatminiature the two time The base vector:b r=⎢⎢⎢⎣⎡bxbzby⎥⎥⎥⎦⎤=⎢⎢⎢⎣⎡Y"X"Z"---YX Z′′′ ⎥⎥⎥⎦⎤
  • • • • ModelYAddingParallax elements:‐parallaxX (^) p' coordinates: =corrections X expressed (^) p"expressed^ Relative Relativep andy = Y Yp'p' ‐ toY =Y (^) p'as (^) p" Y both+p“ error:dY'in^ OrientationOrientation projectors:terms= Yp" + dY“ of orientation
  • Or more−p−y===pyXYdbydy +−=Zsimply'^ (−XXY^ X'(Zdy−(^ dd^ Y−Zϕ"κΔ'b−'dbz−A)dd^ dϕκ−κ'" "+"⎜⎝⎛)+as: )^ XdZ−^ +Z⎜⎝⎛+(^ ⎜⎝⎛ κdbyZ^1 Y'Z−++ 2 ZYY⎟⎠⎞'ZZ−⎜⎝⎛ Δdby^12222 B⎟⎠⎞⎟⎠⎞+(d−^ dY"ZωωY+Z"^22 bd'−−⎟⎠⎞Δ(ddC^ X^ κωω"+"')−+)ZX^ b−XYΔ)ZYZYD(dd^ dbz+ϕϕΔ"'− E'dby−dbz"+"−^ ∆ ∆pseudo-elementsYZbdA,D,dbz^ ϕ∆∆"B,E called)"^ ∆C,

MOVEMENT INDEPENDENT ORIENTATION (^) METHODOF PROJECTORS OF RELATIVE

1.2.3.4.5.6.7. ClearClearClearClearObserve introducing measuredRepeat pointsCheck pppp for 1 yyyy steps ‐atatatat p 5 py parallax 1234 yat 150%atwithwithwithwith 1 5 ‐ point 5 and until κκϕϕcorrection ”’with”’ overcorrect 6. no ω p”y exists to the by at

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  • • After formedNext – – LevelUnknown for step:mappingrelative model scale withorientation, of respect model isto afixed datum true to (^3) desired‐D model scale is
  • • Model changed varying baseIf settings for projector, model consists bx by motion • each andMinimum basescale model same (^) only bybz SCALING of of^ SCALING 2 horizontal MODEL^ MODELcontrol points needed
    • • Place locationIf^ – – – A’B’UniqueSimilarlyDistanceΔ floating (^) bxdoes on^ =solution forshown (^) bxplottingnot pointmark⎜⎝⎛ equalA (^) ABas– no' B (^) BA’B’ oversheet'^ check (^) −AB, (^1) ⎟⎠⎞point compute A and change mark to bx
  • After^ •^ If^ projector relative^ by^ and^ Example:^ bz^ fromorientation,^ SCALING^ not^ position^ equal,^ Scalingneed^ II^ base^ MODELto^ toII’ components:move^ the^ right
  • • DataModel Point (^12) Point bx (^) 12 for^0 coordinates:^ 670,296.3670,766.9= ground X^ 225.00 (m)x (mm) 302.55325.70 (^) bz control^0 mm223,343.7223,347.2^ = Y (^) y(m) 716.25318.02^ +6.76 (mm)^ (^) (^) (^) bypoints:^0 mm1243.661275.24^ Zz 144.66172.27= (mm)(m) ‐8.16^ mm Map Scale:1/1,
  • Requiresbzbybxbzbybx^ •^000 Alternatively:===ssssss'''^121212121212 minimum⇒⇒⇒^ LEVELINGbzbybx^ Example:=== ⎜⎜⎝⎛of⎜⎜⎝⎛⎜⎜⎝⎛ssssss''^12 '^1212121212 ⎟⎟⎠⎞⎟⎟⎠⎞⎟⎟⎠⎞bzbybx^000 ===^ ⎜⎝⎛⎜⎝⎛Scaling⎜⎝⎛THE^398392398392398392 .....^9018.^90189018 ⎟⎠⎞MODEL⎟⎠⎞⎟⎠⎞^6 (^225 .−^768 ..^1600 =^6 ).==^65221 −^ mm^8.^02.^21 mmmm
  • • 3 Proper placed for scaleTwo tilt^ – – –^ vertical^ No (^) XYconsistent (^) ‐ (^) – componentcomponentcomponents^ check (^) ingears instrumentcontrol must vertical (Φ (^ Ω (^) )pts.of (^) )be
  1. Reindex^ • 1.2.3.4.^ • IterativeSet^ index^ elevationReadIfRepeat^ direction^ LEVELING^ LEVELING^ differenceIf^ elevation,^ floatingmodeltracing^ modeltracing^ steps^ procedure^ fromofelevation tablemodel^ mark^ pointelevationexists,^1 table^ ‐THEATHE^3 to^ dialuntilison^ is^ dial^ XtiltedD^ higher‐ modelMODELMODELtotilt^ ofmodel^ to read^ up(control^ Ωread^ than^ in)point^ applied^ controlrearis^ controlcontrollevel^ point^ A^ and^ in^ D^ the

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WITH •^ LEVELING SCREWS PROJECTOR LEVELINGTrial^ MODEL – Remove stereomodel (^) BARamountLEVELING any^ BYTOTHE of py ΩwithTHE applied corresponding (^) PROJECTORMODEL to left projectorΩ in rightBY projector MOVING at any point EACH in

  • Trial – Y motion (^) ‐amountparallax to removedeither of Φ projector applied by removing to both py at projectors one of the corners using a bz
  • • MECHANICALSpace projectionPreferred plotters – – – – MoreHigherBetterNeed dark MECHANICAL rodsroom notversatile overallaccuracy instrument ofbeused lightoperated stability toPROJECTION PROJECTIONrays simulate over in direct direct Fourcade’s Stereoprojector PLOTTER optical^ PLOTTER optical
  • • • • DiapositivesSpace O”ModelJoints changed and fixedrods aircan base areslidein placed position freedefined up intoand carriers rotateexcept by down O’O” about theirandthrough illuminated spacinggimbal joints joints can above be O’ and