SLAA732A February 2017 – April 2021 PGA460 , PGA460-Q1
The type of target from which the ultrasonic echo reflects from will impact the returning echo strength. For example, a large, flat steel wall provides a greater return echo compared to a narrow tree. This difference is because a combination of the acoustic impedance, surface coarseness, orientation, and maximum cross section of the target.
Acoustic impedance is based on the density and acoustic velocity of a given material, and is important to determine the amount of reflection that occurs at the boundary of two materials having different acoustic impedances. The acoustic impedance of air is four orders of magnitude less than that of most liquids or solids; therefore, the majority of ultrasonic energy is reflected to the transducer based on the difference in reflection coefficients. However, lighter materials with low densities or significant amount of air gaps, such as sponge, foams, and loosely woven fabrics, tend to absorb more ultrasonic energy. Table 3-1 shows an example listing of characteristics of various material types as they relate to air-coupled ultrasonic absorption.
Material | Density (kgm–3) | Speed of Sound (ms–1) | Acoustic Impedance (kgm–2s–1 x 106) |
---|---|---|---|
Air | 1.3 | 330 | 0.000429 |
Sponge | 100 | 750 | 0.075 |
Fat | 925 | 1450 | 1.38 |
Water | 1000 | 1450 | 1.45 |
Soft tissue | 1050 | 1500 | 1.58 |
Muscle | 1075 | 1590 | 1.70 |
Aluminum | 2700 | 6320 | 17.1 |
Steel | 7800 | 5900 | 46.02 |
Iron | 7700 | 5900 | 45.43 |
Gold | 19320 | 3240 | 62.6 |
A flat or smoother surface results in the strongest reflections, while a coarse or ridged surface causes the ultrasonic echo to scatter in multiple directions, reducing the return strength in the direction of the transducer. The amount of surface area at a right angle to the transducer provides maximum returns. This surface area is defined as the maximum cross section (σ), which measures of the ability of the target to reflect sonar signals in direction of the sonar receiver, in m2, and applies to both ultrasonic sonar and radar applications. Table 3-2 provides a description of how the sonar cross section of certain targets impacts performance.
Target | Maximum Sonar Cross Section | Advantage | Disadvantage |
---|---|---|---|
Sphere | σmax = π × r2 | Nonspecular | Lowest RCS for size; radiates isotopically |
Cylinder | σmax = (2 × π × r × h2) / λ | Nonspecular along radial axis | Low RCS for size; specular along axis |
Flat rectangular plate | σmax = (4 × π × l2 × w2) / λ2 | Largest RCS for size | Specular along both axes; difficult to align |
Depending on the target, the sonar cross section can be averaged based on size and orientation to determine the reflected portion of incident power in units of sound pressure. Table 3-3 lists example targets in relation to sonar cross section as they equate to point-like targets to show the effects of target strength.
Target | Sonar Cross Section (dB) |
---|---|
Rodent | –20 |
Human | 0 |
Automobile | 20 |
Truck | 25 |
Corner reflector | 40 |