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Table 1 Comparison with the computation of FFT

From: A low computation detection method of signal nonlinear distortion based on digital quadrature detection principle

N

\(Q_{{{\text{FFTrm}}}}\)

\(Q_{{{\text{FFTca}}}}\)

\(N_{1}\)

\(N_{2}\)

\(H\)

\(Q_{{{\text{rm}}}}\)

Reduction rate (%)

\(Q_{{{\text{ca}}}}\)

Reduction rate (%)

128

1792

2688

16

26

5

776

56.70

588

78.13

 

10

1296

27.68

1108

58.78

 

15

1816

1.34

1628

39.43

256

4096

6144

32

40

5

1824

55.47

1216

80.21

 

10

2624

35.94

2016

67.19

 

15

3424

16.41

2816

54.17

512

9216

13,824

32

102

5

3064

66.75

2332

83.13

 

10

5104

44.62

4372

68.37

 

15

7144

22.48

6412

53.62

1024

20,480

30,720

64

146

5

7016

65.74

4644

84.88

 

10

9936

51.48

7564

75.38

 

15

12,856

37.23

10,484

65.87