Duration: 10 days
What will I learn?
This curriculum meets or exceeds the examination
syllabus for the certification of Level 2 personnel in
Ultrasonic Testing of Aerospace Materials and
Components, in accordance to EN 4179.
The course ends with the certification examination.
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)
Objectives
Day 1 (Hours 1 to 4) THEORY,
CHAPTER 1: Basic Principles of Eddy Currents
CHAPTER 1: Generation and Detection of Ultrasonic
Energy The nature of sound Acoustics Transmission of
sound, Basic application to the detection of defects,
Electro-acoustic transducers Natural piezo-electric
crystals Synthetically grown crystals, artificially
produced piezo-electric materials, Polarized PVDF film,
Curie temperature, Piezo-electric transducer qualities,
Standing waves, Resonant frequency
APPENDIX B: Reference Literature: Standards and
Specifications
APPENDIX E: Glossary of Terms
Day 1 (Hours 5 to 8) PRACTICAL,
Hour 5 Instructor Demo, Equipment calibration
Hours 6 to 8 Student Practice, Practical Exercises (QRS
29) HOMEWORK Chapter 1 issued
Day 2 (Hours 9 to 12) THEORY,
Review of Homework Chapters 1,
CHAPTER 3: Electrical Theory
Direct current (DC), Direct current theory, Alternating
current (AC) theory
CHAPTER 2: Propagation of Ultrasonic Waves in
Materials
Modes of propagation: Compressional, Shear, Surface,
Plate (Lamb), Creeping
CHAPTER 3: Sound Distribution from a Crystal
Huygens Principle, Near field Far Field Beam Axis, Sound
attenuation in the far field, Calculation of near field and
beam spread, Calculation of beam diameter, Beam
profile
Day 2 (Hours 13 to 16) PRACTICAL,
Hour 13 Instructor Demo, Characteristics of Reflectors
Hours 14 to 16 Student Practice, Practical Exercises (QRS
29)
HOMEWORK Chapters 2 & 3 issue
Day 3 (Hours 17 to 20) THEORY
Review of Homework Chapter 2 & 3
CHAPTER 4: Behavior of Ultrasound at Material
Interfaces (Reflection)
Reflection, Characteristic acoustic impedance
Significance of acoustic impedance variations, Couplant,
Reflection and refraction of ultrasonic energy, Reflection
of incident compressional
wave, Reflection of incident shear wave, Main
applications in ultrasonic inspection, Effect of
beam spread Plate or wall thickness Applications,
Relative amplitudes and angles
Day 3 (Hours 21 to 24) PRACTICAL,
Hour 21 Instructor Demo, Acoustic Impedance Beam
spread
Hours 22 to 24 Student Practice, Practical Exercises (QRS
29)
HOMEWORK Chapter 4 issued
Day 4 (Hours 25 to 28) THEORY,
Review of Homework Chapter 4
CHAPTER 5: Behavior of Ultrasound at Material
Interfaces (Refraction)
Refraction of incident compressional wave, First critical
angle, Second critical angle, Refraction of incident shear
wave, Main applications in ultrasonic inspection, Effect
of temperature changes, Skip distance, Path length
Day 3 (Hours 29 to 32) PRACTICAL,
Hour 29 Instructor Demo, Shear wave calibration Skip
distance Path length
Hours 30 to 32 Student Practice,
Practical Exercises (QRS 29)
HOMEWORK Chapter 5 issued
Day 5 (Hours 33 to 36) THEORY,
Review of Homework Chapter 5
CHAPTER 6: Probe Design, Operating Frequency and
Identification
Probe design, Probe design considerations Piezo-electric
elements Probe operating frequency Natural resonant
frequency, Pulse length and backing members Q and
bandwidth, Sensitivity, acoustic impedance and resolving
power, Optimum sensitivity and
Resolution, Probe performance, Probe identification,
Probe types: compressional, shear, surface, lamb, delay,
twin, water immersion and water irrigated, roller,
focused, paintbrush (mosaic)
CHAPTER 7: Flaw Detector Principles
Basic components of flaw detector, including: Cathode
ray tube, pulse generator, PRF, pulse transmitter, time
base sweep generator, amplifier, reject, gain,
attenuators, signal processing, filters, gates, displays, Ascan presentation
Day 5 (Hours 37 to 40) PRACTICAL,
Hour 37 Instructor Demo, Flaw detector: PRF, filters,
displays, damping, pulse length, reject.
Hours 38 to 40 Student Practice,
Practical Exercises (QRS 29)
HOMEWORK Chapters 6 & 7 issued
Day 6 (Hours 41 to 44) THEORY,
Review of Homework Chapter 6 & 7
Review of Days 1 to 5
CHAPTER 8: Practical Applications
Advantages, limitations and disadvantages of ultrasonic,
Factors affecting the sensitivity and resolution of an
ultrasonic technique including: probe, test set, specimen,
Flaw, Probe selection
APPENDIX A: Writing of Reports and Instructions
Day 6 (Hours 45 to 48) PRACTICAL,
Hours 45 to 48 Student Practice, Writing of a Report and
an Instruction
Practical Exercises (QRS 29)
HOMEWORK Chapters 8 issued
Day 7 (Hours 49 to 52) THEORY,
Review of Homework Chapter 8
Review of Reports and Instructions
CHAPTER 9: Calibration and Performance Checking of
Equipment
Calibration blocks, Time base calibration and linearity,
Amplifier linearity and calibration of gain control Probe
frequency, pulse shape and duration Sensitivity and
signal-to-noise ratio,
Dead zone Beam Width Resolution, Probe index, beam
angle, squint, Periodicity and
acceptance criteria
Day 7 (Hours 53 to 56) PRACTICAL,
Hour 53 to 54 Instructor Demo, Calibration and
Performance Checking of Equipment Hours 55 to 56
Student Practice, Calibration and Performance Checking
of Equipment Practical Exercises (QRS 29)
HOMEWORK Chapter 9 issued
Day 8 (Hours 57 to 60) THEORY,
Review of Homework Chapter 9
CHAPTER 10: Immersion Techniques
Immersion systems, Advantages and disadvantages of
immersion testing, Water gap Probes
Scrubbers, Back reflector method, Effect of curvature on
sound beam
CHAPTER 11: Defect Sizing
The Decibel, Equivalent flat bottom hole (FBH) method,
FBH reference blocks, Distance, gain, size (DGS) method,
6 dB drop method, 20 dB drop method, Maximum
amplitude
method, Distance amplitude correction (DAC) curves,
Reject
Day 8 (Hours 61 to 64) PRACTICAL,
Hour 61 to 62 Instructor Demo, Immersion system Defect
sizing Hours 63 to 64 Student Practice, Immersion system
Defect sizing Practical Exercises (QRS 29)
HOMEWORK Chapters 10 & 11 issued
Day 9 (Hours 65 to 68) THEORY,
Review of Homework Chapters 10 & 11
CHAPTER 12: Other Ultrasonic Methods
B-Scan, C-Scan, Resonance method, Digital readout
thickness gauges, Acoustic emission
Day 9 (Hours 69 to 72) PRACTICAL
Hours 69 to 72 Student Practice, Immersion system
Defect sizing
Practical Exercises (QRS 29)
HOMEWORK Chapter 12 issued
Day 10 (Hours 73 to 80) THEORY,
Review of Homework Chapters 12
Review of Days 6 to 9
APPENDIX C: Comparison of Methods
Course Review Theory Review Practical Review
End of Course Examination
Debrief
Day 10 (Hours 73 to 80) PRACTICAL,
Hours 73 to 80 Student Practice, Completion of Exercises
as required
Practical Exercises (QRS 29)