Table 4 Comparison of the proposed converter with different relevant step-Up DC-DC converters.

From: High-step-up quadratic DC–DC converter based on switched capacitor and coupled inductor techniques

Ref

Voltage gain (MCCM)

No. of elements

NVS across main switch

Gain/TCC

Total NVS across components

Common ground

Eff(%)

210W

S

D

C

L + CL

13

\(\frac{2n + 3}{{1 - D}}\)

1

5

5

0 + 12w

\(\frac{1}{2n + 3}\)

\(\frac{{M_{CCM} }}{12}\)

\(\frac{4n + 6}{{2n + 3}}\)

96.2

14

\(\frac{2 + nD}{{1 - D}}\)

2

6

3

0 + 22w

\(\frac{1}{2 + nD}\)

\(\frac{{M_{CCM} }}{13}\)

\(\frac{8 + 4nD}{{2 + nD}}\)

94.7

15

\(\frac{3 + 2n + nD}{{1 - D}}\)

1

6

6

0 + 12w

\(\frac{1}{3 + 2n + nD}\)

\(\frac{{M_{CCM} }}{14}\)

\(\frac{5n + 6}{{3 + 2n + nD}}\)

93.2

16

\(\frac{{n(2 - D)^{2} + (1 - D)}}{{(1 - D)^{2} }}\)

3

4

5

0 + 22w

\(\frac{1 - D}{{1 - D + n(2 - D)^{2} }}\)

\(\frac{{M_{CCM} }}{14}\)

\(\frac{2 + 8n - 4D}{{1 - D + n(2 - D)^{2} }}\)

96.1

17

\(\frac{{n(2 - D) + (1 - D)^{2} }}{{(1 - D)^{2} }}\)

4

4

5

0 + 22w

\(\frac{1 - D}{{n(2 - D) + (1 - D)^{2} }}\)

\(\frac{{M_{CCM} }}{15}\)

\(\frac{3 + 3n - D}{{n(2 - D) + (1 - D)^{2} }}\)

91

18

\(\frac{3 + n}{{1 - D}}\)

1

5

5

0 + 12w

\(\frac{1}{3 + n}\)

\(\frac{{M_{CCM} }}{12}\)

\(\frac{n + 6}{{n + 3}}\)

96.1

19

\(\frac{1 + D + 2n(1 - D)}{{(1 - D)^{2} }}\)

2

4

4

1 + 12w

\(\frac{1 - D}{{1 + D + 2n(1 - D)}}\)

\(\frac{{M_{CCM} }}{12}\)

\(\frac{6 + 2n - 2D}{{1 + D + 2n(1 - D)}}\)

93.7

24

\(\frac{2n + 3}{{1 - D}}\)

2

6

6

0 + 22w

\(\frac{1}{2n + 3}\)

\(\frac{{M_{CCM} }}{16}\)

\(\frac{6 + 6n - nD}{{2n + 3}}\)

95.2

25

\(\frac{2n + 2}{{1 - D}}\)

2

6

6

0 + 22w

\(\frac{1}{2 + 2n}\)

\(\frac{{M_{CCM} }}{16}\)

\(\frac{4n + 5}{{2n + 2}}\)

 × 

96.8

27

\(\frac{2n + 4}{{1 - D}}\)

3

6

4

0 + 23w

\(\frac{1}{2n + 4}\)

\(\frac{{M_{CCM} }}{15}\)

\(\frac{7n + 10}{{2n + 4}}\)

 × 

96.2

28

\(\frac{2n + 2}{{1 - D}}\)

4

6

7

2 + 23w

\(\frac{1}{2 + 2n}\)

\(\frac{{M_{CCM} }}{21}\)

\(\frac{5n + 4}{{1 + n}}\)

96

29

\(\frac{3n + 2 + D(2n - 1)}{{1 - D}}\)

2

9

8

0 + 23w

\(\frac{1}{3n + 2 + D(2n - 1)}\)

\(\frac{{M_{CCM} }}{21}\)

\(\frac{9n + 6}{{2 + 3n + (2n - 1)D}}\)

90

Proposed

\(\frac{{1 + n(2 - D)^{2} }}{{(1 - D)^{2} }}\)

2

4

4

1 + 12w

\(\frac{1 - D}{{1 + n(2 - D)^{2} }}\)

\(\frac{{M_{CCM} }}{12}\)

\(\frac{5 + 6n - 3D(n + 1)}{{1 + n(2 - D)^{2} }}\)

96.3