Ultralydsmåling – NDT![](data:image/png;base64,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)
(se vores ultralydsmålere:
boltspænding,
revne & fejl,
tykkelse )
Ultralyd kan bruges til mange ting, fx medicinsk eller til materialer hhv. materialefejl.
NDT (non destructive testing) er et begreb som primært bruges i forbindelse med materialefejl. Teknologien er i de fleste tilfælde ultralyd selvom begrebet også bliver brugt om andre målemetoder.
Nedenstående er primært ultralyd til måling af materialer og materialefejl samt boltspændinger.
Ultralyd til måling af materialer og materialefejl bliver brugt i mange brancher, herunder olie & gas, marine, transport, produktudvikling mv.
Ultralydsteknik
Teknikken består i at en (ultra-) lyd udsendes og går igennem et materiale, som reflekterer en del af lyden når denne møder et andet materiale. En anden del af lyden fortsætter videre i materialet og bliver reflekteret ved næste materialeovergang. Den tilbagekastede lyd bliver så opfanget igen. Tiden mellem afsendelse og modtagelse af lyden måles, og med kendskab til materiales unikke lydhastighed kan afstanden beregnes.
Målemetoder
Da lyden reflekteres hver gang den møder et nyt materiale/overgang, er der mange ekkoer. Ved at måle de forskellige ekkoer, kan der måles forskellige egenskaber.
P-E (Pulse to Echo):
Ved P-E måles det første reflekterede signal.
E-E (Echo to Echo):
Ved E-E måles mellem to ekkoer.
E-E ThruPaint™:
Ved E-E ThruPaint™ måles det andet ekko idet et dæklag (fx maling) bliver ignoreret.
VM (Velocity Mode):
Ved VM måles et materiales lydhastighed.
I-E (Interface to Echo):
Ved I-E måles fra overfladen til et materiales ændring i lydhastigheden. Denne metode bruges til meget nøjagtige målinger.
PLAS (Plastic Mode):
PLAS bruges til at måle tynde plastlag ved brug af et forsinkelsesled.
PETP (Pulse Echo Temperature Compensation):
PETP er en puls-ekko-måling hvor der tages højde for temperaturkompensation.
PECT (Pulse Echo Coating):
PECT måler såvel dæklags- som materialetykkelse på en gang.
EEV (Echo to Echo Verification):
EEV måler ved at sammenligne værdierne mellem 3 refleksioner og bruges til at udelukke fejl i overfladebelægninger og til at måle materialer i flere lag.
CT (Coating Only):
CT måler en belægnings lagtykkelse.
Visninger
Resultaterne kan vises på forskellige måder: som tal eller grafer. Tal er enklere, men i visse situationer er det ikke nødvendigvis det rigtige ekko. Derfor kan grafer give mere information.
Scanningsbjælke:
En scanningsbjælke er en lineær gengivelse af målinger således at overflademålinger, og dermed ændringer, nemt kan ses.
A-Scan:
A-Scan-displayet viser sinusbølgen skabt af den reflekterede lyd eller svingningen fra det materiale der måles. I RF-tilstand vises den fulde bølgeform, men den kan også vises som den ene del af sinuskurven.
B-Scan:
En tidsbaseret 2-dimensionelt tværsnits-B-Scan giver et grafisk billede af det materiale der testes. Denne visnin er ideel til relativ dybdeanalyse. Zoom på B-Scan-læsning kan enten indstilles til automatisk eller defineres af brugeren til at fokusere på områder af interesse.
Transducere
En meget vigtig del af NDT er transducerne. Disse fås med forskellige krystalstørrelser og lydhastigheder. Både størrelse og lydhastighed skal passe til den enkelte opgave.
Se de forskellige transducere her:
Ultralydsmåling, transducere
Instrumenter
En andel vigtig del er de brugervenlige instrumenter. Disse kan have forskellige hukommelser samt forskellige beregnede værdier og mulighed for at gemme på data.
Se mere her:
Ultralydsmålere, boltspænding
Ultralydsmålere, revne & fejl
Ultralydsmålere, tykkelse
Sådan fungerer ultralydsmålere:
Klik her for at se en videopræsentation:
Sådan funger NDT ultralydsmålere