Table 4 The denoising effect of pso - omp algorithm on different types of noise.

From: Time frequency analysis of elastic wave PSO OMP for defects in flat steel of down conductors

Width(mm)

Type of noise

Parament of noise

Evaluation

1

Gaussian noise

SNR = 5 dB

SNR improvement = 18.5 dB, positioning error = 6.2%, computation time = 1.1 s

1

Impulse noise

Density = 10%

Amp = 50%peak value

SNR improvement = 14.3 dB, positioning error = 8.5%, computation time = 1.3 s

1

Mechanical Vibration noise

Fre rang=[50–200]Hz

Amp = 0.3 mm

SNR improvement = 12.8 dB, positioning error = 9.7%, computation time = 1.0 s

1

Mixed noise

The sum of above three

SNR improvement = 11.2 dB, positioning error = 12.4%, computation time = 1.5 s

2

Gaussian noise

SNR = 10 dB

SNR improvement = 20.1 dB, positioning error = 4.8%, computation time = 1.2 s

2

Impulse noise

Density = 15%

Amp = 80%peak value

SNR improvement = 13.5 dB, positioning error = 7.1%, computation time = 1.4 s

2

Mechanical Vibration noise

Fre rang=[100–300]Hz

Amp = 0.2 mm

SNR improvement = 15.6 dB, positioning error = 6.9%, computation time = 1.1 s

2

Mixed noise

The sum of above three

SNR improvement = 9.8 dB, positioning error = 14.3%, computation time = 1.6 s

3

Gaussian noise

SNR = 15 dB

SNR improvement = 22.4 dB, positioning error = 3.5%, computation time = 1.0 s

3

Impulse noise

Density = 5%

Amp = 30%peak value

SNR improvement = 16.0 dB, positioning error = 5.2%, computation time = 1.2 s

3

Mechanical Vibration noise

Fre rang=[20–500]Hz

Amp = 0.5 mm

SNR improvement = 10.3 dB, positioning error = 11.5%, computation time = 1.3 s

3

Mixed noise

The sum of above three

SNR improvement = 8.1 dB, positioning error = 16.8%, computation time = 1.7 s

4

Gaussian noise

SNR = 7 dB

SNR improvement = 19.3 dB, positioning error = 5.7%, computation time = 1.1 s

4

Impulse noise

Density = 20%

Amp = 100%peak value

SNR improvement = 12.7 dB, positioning error = 9.3%, computation time = 1.5 s

4

Mechanical Vibration noise

Fre rang=[200–400]Hz

Amp = 0.4 mm

SNR improvement = 14.0 dB, positioning error = 7.8%, computation time = 1.2 s

4

Mixed noise

The sum of above three

SNR improvement = 18.5 dB, positioning error = 6.2%, computation time = 1.1 s

5

Gaussian noise

SNR = 3 dB

SNR improvement = 16.8 dB, positioning error = 7.9%, computation time = 1.3 s

5

Impulse noise

Density = 25%

Amp = 60%peak value

SNR improvement = 11.5 dB, positioning error = 10.6%, computation time = 1.6 s

5

Mechanical Vibration noise

Fre rang=[300–500]Hz

Amp = 0.1 mm

SNR improvement = 17.2 dB, positioning error = 5.4%, computation time = 1.0 s

5

Mixed noise

The sum of above three

SNR improvement = 7.5 dB, positioning error = 18.2%, computation time = 1.8 s