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How <strong>Phased</strong> <strong>Arrays</strong> Work<br />

and What Can They do?<br />

Hous<strong>to</strong>n Open House<br />

January 15-17, 15 17, 2003


<strong>Phased</strong> arrays – a definition<br />

✦ A mosaic of transducer elem ents in which<br />

the timing of the elem ents' excitation can<br />

be individually controlled <strong>to</strong> produce certain<br />

desired effects, such as steering the beam<br />

axis or focusing the beam .<br />

Source: NDT On-line


Illustration -Beam Beam Generation and Focusing<br />

Beam shaping is<br />

performed by pulsing<br />

the elements with<br />

different time delays.<br />

This picture s<strong>how</strong>s the<br />

elements in the array,<br />

and the delay applied<br />

<strong>to</strong> each element<br />

These time delays<br />

(green his<strong>to</strong>gram)<br />

generate a focused<br />

normal beam, from the<br />

symmetrical<br />

“parabolic” time<br />

delays


For shear waves,<br />

the time delay<br />

pattern has a<br />

“slant” as s<strong>how</strong>n<br />

here.<br />

Focusing can be<br />

performed by<br />

using “parabolic”<br />

time delays (see<br />

previous slide),<br />

as well as the<br />

slant.<br />

Illustration -Beam Beam Deflection


Illustration -Beam Beam Deflection and Focusing<br />

The picture s<strong>how</strong>s the<br />

generated beams in very<br />

early, mid-stage, late and<br />

at focus.<br />

For angling and focusing,<br />

we use a combined slant<br />

and parabola.


Beam Generation


Physics of <strong>Phased</strong> <strong>Arrays</strong>


How <strong>Phased</strong> <strong>Arrays</strong> Work<br />

✦ Ultrasonic phased arrays consist of a series of<br />

individual elem ents, each with its own connec<strong>to</strong>r,<br />

time delay circuit, and A/D converter.<br />

✦ Elem ents are acoustically insulated from each<br />

other.<br />

✦ Elem ents are pulsed in groups with pre-calculated<br />

time delays for each elem ent, i.e. “phasing”.<br />

✦ For econom ic reasons, pulsersare usually<br />

multiplexed. Instrum entation nom enclature such<br />

as a FO CU S 32/128 refers <strong>to</strong> an instrum ent with<br />

32 multiplexed pulsersand a <strong>to</strong>tal of 128<br />

ultrasonic channels.


How <strong>Phased</strong> <strong>Arrays</strong> Work<br />

✦ The elem ents are purchased as an “array” with<br />

known geom etry.<br />

✦ These arrays are manufactured using several<br />

“designs”, and each array is specifically built for<br />

the application, as with conventional ultrasonic<br />

transducers.<br />

✦ Typical array designs are:<br />

–Linear<br />

–Matrix<br />

–Circular<br />

–Sec<strong>to</strong>rial-annular


Y=4.4<br />

Y=8.0<br />

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16<br />

X=-7.9, Y=-8.0 --> X=7.9<br />

X=-4.4, Y=-4.4 --> X=4.4<br />

1<br />

45678910111213141516<br />

3<br />

2<br />

Common Probe Geometry’s<br />

✦ Linear<br />

–1 D linear<br />

array<br />

–2 D matrix<br />

• Circular<br />

– 1 D annular<br />

array<br />

– 2 D sec<strong>to</strong>rial<br />

annular<br />

Y=1.9<br />

4<br />

3<br />

2<br />

1<br />

8<br />

7<br />

6<br />

5<br />

12<br />

11<br />

10<br />

9<br />

X=-3.9, Y=-1.9 --> X=3.9<br />

Y=6.5<br />

51<br />

52<br />

50<br />

53<br />

33<br />

34<br />

49<br />

32<br />

35<br />

54<br />

19<br />

20<br />

48<br />

31<br />

18<br />

21<br />

36<br />

55<br />

9<br />

10<br />

X=-6.5, Y=-6.5 --> X=6.5<br />

47<br />

30<br />

17<br />

8<br />

3<br />

16<br />

15<br />

14<br />

13<br />

1<br />

46<br />

29<br />

16<br />

7<br />

2<br />

4 5<br />

11 12<br />

22 23<br />

37 38<br />

56 57<br />

20<br />

19<br />

18<br />

17<br />

6<br />

13<br />

45<br />

28<br />

15<br />

24<br />

39<br />

58<br />

14<br />

25<br />

24<br />

23<br />

22<br />

21<br />

44<br />

27<br />

40<br />

59<br />

26<br />

41<br />

43<br />

60<br />

28<br />

27<br />

26<br />

25<br />

42<br />

61<br />

32<br />

31<br />

30<br />

29


<strong>Phased</strong>-array<br />

<strong>Phased</strong> array probe<br />

Basically, a phased-array is a long conventional probe<br />

Cut in<strong>to</strong> many elements


How <strong>Phased</strong> <strong>Arrays</strong> Work<br />

✦ Linear arrays are the most common type, and can<br />

perform scanning in one dimension only. Linear<br />

arrays typically minimize the num ber of elem ents<br />

required, and hence cost.<br />

✦ Matrix arrays can scan in two dimensions, and<br />

offer considerably more flexibility, albeit at a price.<br />

✦ Circular and sec<strong>to</strong>rial-annular arrays are specific<br />

for normal beam inspections, e.g. billets, forgings.


How <strong>Phased</strong> <strong>Arrays</strong> Work<br />

✦ The opera<strong>to</strong>r inputs the focal depth(s), inspection<br />

angle(s) and/or couplant, plus <strong>how</strong> many and<br />

which elem ents are <strong>to</strong> be fired.<br />

✦ The opera<strong>to</strong>r also must input details on the array<br />

and wedge. (T his information is engraved on the<br />

side of the array and wedge.)<br />

✦ The phased array calcula<strong>to</strong>r calculates what time<br />

delays <strong>to</strong> apply <strong>to</strong> each elem ent.<br />

✦ The operation of the calcula<strong>to</strong>r is s<strong>how</strong>n in the<br />

next slides.<br />

✦ For standard scans (e.g. electronic or sec<strong>to</strong>rial),<br />

the set-up is essentially straightforward.


Opera<strong>to</strong>r defines depth and refracted angle<br />

The calcula<strong>to</strong>r searchs the Snell point. It considers the center of the active aperture<br />

(from elements2 <strong>to</strong> 7 in this example).<br />

Then, the X, Z point of the focal point is determined<br />

The wedge delay is calculated and the focal law is offset accordingly<br />

Depth<br />

law scan offset<br />

Snell point<br />

Angle<br />

Xaxis or Scan axis<br />

interface<br />

Focal point(X,Z)


How <strong>Phased</strong> <strong>Arrays</strong> Work<br />

✦ The calcula<strong>to</strong>r produces a file called a<br />

FO C A L LA W , which defines the elem ents<br />

<strong>to</strong> be fired, time delays, voltages, for both<br />

the transmitter and receiver functions.<br />

✦ This is an ASCII file, and can be edited, emailed<br />

etc. as required.


<strong>Phased</strong> Array Basics<br />

•For linear scans, arrays are multiplexed using the same Focal Law.<br />

•For sec<strong>to</strong>rial scans, the same elements are used, but the Focal Laws are<br />

changed.<br />

•For DDF, the receiver Focal Laws are changed in hardware.


<strong>Phased</strong> Array Beamforming<br />

Beamforming requires precise pulsing and time delays.<br />

Receiving is the reverse of pulsing.


UT <strong>Phased</strong>-Array<br />

<strong>Phased</strong> Array<br />

Principles & Capabilities


Introduction<br />

✦ <strong>Phased</strong>-array technology is the ability <strong>to</strong> modify<br />

electronically the acoustic probe characteristics<br />

✦ Probe modifications are performed by introducing<br />

time shiftsin the signals sent <strong>to</strong> (pulse) and<br />

received from (echo) individual elem entsof an<br />

array probe.<br />

✦ Any UT technique for flaw detection and sizing<br />

can be applied using phased-array probes.


Conventional Waveform ing<br />

Excitation pulse<br />

Crystal<br />

A B C<br />

Wave front<br />

Wedge<br />

Material<br />

Delay<br />

A B C<br />

Location<br />

✦ Beam steering using conventional UT probe (EM ISSION) :<br />

– acoustic beam generated by Huyghensprinciple<br />

– angled wedge introduces appropriate delays during em ission <strong>to</strong><br />

generate angle beam


<strong>Phased</strong>-Array<br />

<strong>Phased</strong> Array Waveform ing<br />

Time<br />

Wave front<br />

Delay<br />

Focal law<br />

Element<br />

✦ Beam steering using phased-array probe (EM ISSION) :<br />

– acoustic beam generated by Huyghensprinciple<br />

– appropriate delays introduced electronically during em ission <strong>to</strong><br />

generate angle beam


<strong>Phased</strong>-Array<br />

<strong>Phased</strong> Array Waveform ing<br />

S<br />

✦ Beam steering using phased-array probe (R EC EPT ION) :<br />

– appropriate delays introduced electronically during reception<br />

– Only signals “satisfying” delay law shall be “in phase” and generate<br />

significant signal after sum m ation<br />


<strong>Phased</strong>-Array<br />

<strong>Phased</strong> Array Waveform ing<br />

Global over<strong>view</strong> of phased-array signal processing


Design Param eters of <strong>Phased</strong>-Array <strong>Phased</strong> Array Probes<br />

e<br />

A<br />

p g<br />

H


Beam Focusing<br />

✦ Is the capability <strong>to</strong> converge the acoustic energy<br />

in<strong>to</strong> a small focal spot<br />

✦ Allows for focusing at several depths, using a<br />

single probe<br />

✦ Sym m etrical (e.g. parabolic) focal law s (time delay<br />

vs. elem ent position)<br />

✦ Is limited <strong>to</strong> near-field only<br />

✦ Can only perform ed in the steering plane, when<br />

using a 1D -array


Beam Steering<br />

✦ Is the capability <strong>to</strong> modify the refracted angleof<br />

the beam generated by the array probe.<br />

✦ Allows for multiple angle inspections, using a<br />

single probe<br />

✦ Applies asym m etrical (e.g. linear) focal law s<br />

✦ Can only be perform ed in steering plane, when<br />

using 1D -arrays<br />

✦ Can generate both L (com pression) and SV (shear<br />

vertical) waves, using a single probe


Electronical(Linear) Electronical(Linear)<br />

Scanning<br />

✦ Is the ability <strong>to</strong> move the acoustic beam along the<br />

axis of the array without any m echanical movement.<br />

✦ The beam movement is performed by time<br />

multiplexing of the active elem ents<br />

✦ Scanning extent is limited by :<br />

–number of elem ents in array<br />

–number of “channels” in acquisition system


Combined Beam Processing<br />

✦ The phased-array technique allows for<br />

almost any com bination of processing<br />

capabilities :<br />

–focusing + steering<br />

–linear scanning + steering<br />

–…


Other Types of Array Probes<br />

DUAL-ARRAY PRO BES :<br />

✦ Consist of separate transmitter (T ) and<br />

R eceiver (R ) arrays<br />

✦ In side-by-side configuration, all considerations for<br />

conventional TRL probes rem ain valid :<br />

–Pseudo-focusing effect<br />

–Absence of interface echo<br />

–Improved SN R in attenuating materials<br />

✦ In addition, all advantages of the PA technique<br />

are available


What <strong>Phased</strong> <strong>Arrays</strong> Can Do


How <strong>Phased</strong> <strong>Arrays</strong> Work<br />

✦ This section illustrates typical scans that can be<br />

performed using phased arrays:<br />

–Electronic (linear) scans<br />

–Sec<strong>to</strong>rial (azimuthal) scans<br />

–Transverse scans<br />

–Dynamic Depth Focusing<br />

–Time-Of-Flight Diffraction<br />

✦ With the Tomo<strong>view</strong> software, opera<strong>to</strong>rs can<br />

cus<strong>to</strong>m -design their own scan patterns, displays<br />

and output.


Electronic or Linear Scanning<br />

Multiplex A Single Focal Law<br />

Across the Array


✦ The ability <strong>to</strong> move the beam<br />

along one axis of an array without<br />

any m echanical movement.<br />

✦ The movement is perform ed only<br />

by time multiplexing the active<br />

elem ent<br />

✦ The beam movement depends on<br />

the probe geom etry and could be<br />

–linear scanning<br />

–sec<strong>to</strong>rial scanning<br />

–lateral scanning<br />

–a com bination<br />

Electronic Scanning


Electronic Scanning<br />

This animation s<strong>how</strong>s a conceptual weld inspection using electronic<br />

(linear) scanning. This approach can easily emulate typical ASMEtype<br />

45 and 60 shear wave inspections, and is much faster than raster<br />

scanning.<br />

Typical weld inspection requires two or more angles with implied<br />

raster size, step size etc. Need <strong>to</strong> cover weld, HAZ, any position<br />

errors => significant amount of scanning.


Electronic (linear) Scanning on<br />

Circular Components<br />

Electronic scanning permits very rapid scanning of components<br />

with constant geometry, e.g. tubes, pipes.


Tandem Probes for Vertical Defects


Sec<strong>to</strong>rial (A zimuthal) Scanning<br />

Changing the <strong>Inspection</strong> Angle<br />

without M oving the Array


Illustration of Sec<strong>to</strong>rial Scanning


Sec<strong>to</strong>rial Scanning<br />

✦ Sec<strong>to</strong>rial scanning is the ability <strong>to</strong> scan a<br />

com plete sec<strong>to</strong>r of the volum e without any<br />

probe movement.<br />

✦ Useful for inspection of com plex geom etry’s or<br />

those with space restrictions<br />

✦ Combines the advantage of wide beam and/or<br />

multiple focused probes in a single phased array<br />

probe<br />

1<br />

2......<br />

N


Sec<strong>to</strong>rial (A zimuthal) Scans<br />

Sec<strong>to</strong>rial scanning – by changing the<br />

incident angle without changing position –<br />

can be used for a variety of inspections.


This illustration<br />

s<strong>how</strong>s a turbine blade<br />

root being inspected<br />

using S-scans<br />

(sec<strong>to</strong>rial scanning).<br />

Sec<strong>to</strong>rial Scanning Animation


Turbine Welded Ro<strong>to</strong>r <strong>Inspection</strong><br />

<strong>Phased</strong>-array inspection:<br />

•Sec<strong>to</strong>rial scan 30-60 SW<br />

•Step of 1 degree<br />

•Mechanical scan along the<br />

circumferential axis<br />

<strong>Phased</strong>-array probe:<br />

5 MHz, 16 elements, 16 mm x<br />

16 mm<br />

mounted on a wedge<br />

Calibration block:<br />

EDM notches 2 mm x 0.5 mm


Electronic/Sec<strong>to</strong>rial Scanning Animation


Combined S-Scan S Scan and Linear Scan<br />

✦ Combined scans<br />

offer unique<br />

imaging<br />

possibilities


Dynamic Depth Focusing<br />

Extending the Focal Range<br />

Electronically


DDF is an<br />

excellent way<br />

of inspecting<br />

thick<br />

components in<br />

a single pulse.<br />

The beam is<br />

re-focused<br />

electronically<br />

on its return<br />

Schematic Representation of<br />

Dynamic Depth Focusing<br />

Beam displacement<br />

c = velocity in material<br />

Mechanical Displacement<br />

FOCUS <strong>DE</strong>PTH (PULSER)<br />

DYNAMIC FOCUSING (RECEIVER)


Dynamic Depth Focusing<br />

Standard phased<br />

array<br />

<strong>Phased</strong> A rray with<br />

Dynamic Depth<br />

Focusing


Dynamic Depth Focusing Animation


Time-Of TimeOf-Flight<br />

Flight Diffraction<br />

Optimum Sizing Technique for<br />

Thicker Components


Transmitter<br />

TOFD using <strong>Phased</strong> <strong>Arrays</strong> –<br />

sam e as conventional UT<br />

LW<br />

Lateral wave<br />

Upper tip Lower tip<br />

Back-wall reflection<br />

Receiver<br />

BW


What Do TOFD Scans Look Like?<br />

Lateral wave is clearly<br />

seen in a good TOFD<br />

scan (<strong>to</strong>p signal).<br />

Backwall signal is<br />

strong (bot<strong>to</strong>m signal).<br />

Both typically used<br />

for calibration.<br />

On clean material,<br />

defects s<strong>how</strong> up well.<br />

Backwall is always<br />

strong. Watch for<br />

perturbations due <strong>to</strong><br />

surface-breaking<br />

defects (also on lateral<br />

wave).


R/D Tech Products<br />

Hardware and Software Available for<br />

Your Application


Leader in <strong>Phased</strong> Array Technology<br />

✦ First system on site<br />

1993<br />

✦ More than 400 PA units<br />

sold<br />

✦ Improved technology<br />

4 th generation<br />

✦ Advanced PA<br />

technology<br />

✦ DDF-VFT-TRM


FO C U S <strong>Phased</strong> Array System<br />

FOCUS <strong>Phased</strong> Array<br />

System<br />

◗ PC interface<br />

◗ Up <strong>to</strong> 128 channels<br />

◗ 20 kHz PRF and<br />

◗ 20 MHz bandwidth


An economical<br />

solution for<br />

industrial<br />

requirements, e.g.<br />

in-line inspections<br />

on production plant.<br />

Rack-mounted.<br />

Similar capabilities<br />

<strong>to</strong> FOCUS, but less<br />

flexible.<br />

Industrial Product Line<br />

QuickScan PA


Menu<br />

ACCEPT<br />

Start/<br />

S<strong>to</strong>p<br />

---><br />

1<br />

CONFIG<br />

ABC<br />

4<br />

TOOLS<br />

JKL<br />

7<br />

USER<br />

STU<br />

+/-<br />

CHANNEL<br />

_ %#<br />

2<br />

FILE<br />

<strong>DE</strong>F<br />

5<br />

Utilities<br />

MNO<br />

8<br />

FREEZE<br />

VWX<br />

0<br />

. *<br />

Omniscan – Portable PA <strong>Unit</strong><br />

Function keys and knob interface for field used<br />

Cursors<br />

ESC<br />

S<strong>to</strong>re /<br />

Print<br />


Instrum entation Nomenclature<br />

✦ <strong>Phased</strong> array units (FO C U S or Quickscan)<br />

are defined as two num bers divided by a<br />

backslash, e.g. 32/128.<br />

✦ This refers <strong>to</strong> an instrum ent with 32<br />

multiplexed pulsersand 128 individual<br />

channels.<br />

✦ R/D Tech instrum ents are supplied in binary<br />

sizes, e.g. 16/64, 16/128, 32/256 ….<br />

✦ Instrum ents are cus<strong>to</strong>m -built for the<br />

application.


Software<br />

Tomo<strong>view</strong> : phased array software,<br />

which can be set-up or tailored <strong>to</strong><br />

your requirem ents.


TomoView<br />

PC-based UT software<br />

◗ Real-time, multichannel,<br />

angle-corrected <strong>to</strong>p, side,<br />

and front <strong>view</strong> s<br />

◗ Pulse-echo and TOFD functions<br />

◗ Logarithm ic and linear<br />

12-bit data<br />

◗ RF, com pressed,and C-scan data<br />

◗ Weld overlays<br />

◗ User-defined screen and report<br />

layouts<br />

◗ Handles GB-size data files<br />

◗ Online and offline modes


C orrected S-scan scan View


Merging of data<br />

✦ Raw UT data generated by different focal<br />

law s (angles, focusing depths) can be<br />

merged off-line<strong>to</strong> generate new UT data<br />

✦ Merged data contain maximum am plitude<br />

of the different focal law s<br />

✦ Merged data can be treated as regular data,<br />

and visualised as VC Top (C -scan), Side (Bscan)<br />

and End (D -scan) View s<br />

✦ Time-saving during data analysis


Sum m ary – FO C U S, Quickscan & Tomo<strong>view</strong><br />

✦ FO CU S:<br />

–Commercial system , ~four years old<br />

–Over two hundred and fifty sold<br />

–In service 24/7 in several industries<br />

✦ Quickscan:<br />

–Industrial version of FO CU S<br />

– 19” rack-mounted<br />

–Less flexible than FO CU S, but cheaper<br />

✦ Omniscan:<br />

–New, portable phased array system<br />

✦ Tomo<strong>view</strong> :<br />

–Established commercial software<br />

–Widely used on hundreds of system s<br />

–Very flexible for inspections, displays, windows etc.

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