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Table 3 Variables of left ventricular mechanics in time control, mI-R, SNJ + mI-R, and SNJ groups

From: A new calpain inhibitor protects left ventricular dysfunction induced by mild ischemia-reperfusion in in situ rat hearts

ESPVR

Time control (n = 5)

mI-R (n = 6)

SNJ + mI-R (n = 15)

SNJ (n = 5)

A (mmHg)

 Pre

151 ± 25.7

153 ± 22.5

144 ± 25.9

130 ± 4.3

 Post

126 ± 24.4

101 ± 23.6$

135 ± 33.7

131 ± 11.4

B (ml−1)

 Pre

36.4 ± 14.5

21.9 ± 8.5

22.7 ± 13.5

21.9 ± 6.8

 Post

53.2 ± 17.7

28.4 ± 16.8*

24.5 ± 13.3*

26.3 ± 6.9*

V 0 (ml g−1)

0.058 ± 0.012

0.041 ± 0.037

0.066 ± 0.042

0.077 ± 0.036

mLVV (ml g−1)

0.137 ± 0.012

0.141 ± 0.037

0.167 ± 0.042

0.178 ± 0.036

ESPmLVV (mmHg)

 Pre

123.3 ± 9.6

120.1 ± 11.6

115.5 ± 16.4

112.5 ± 14.6

 Post

116.2 ± 12.6

85.8 ± 13.7*$

112.1 ± 20.9#

117.4 ± 8.6#

PVAmLVV (mmHg ml beat−1 g−1)

 Pre

7.81 ± 2.50

8.48 ± 1.47

7.88 ± 1.88

7.73 ± 1.45

 Post

7.46 ± 0.87

5.06 ± 1.06*$

7.43 ± 1.61#

7.56 ± 0.47#

  1. End-systolic pressure–volume relationship (ESPVR) curve was obtained by the formula LVP = A{1 − exp[−B(LVV − V 0)]}, where A and B are fitted parameters and V 0 is LV volume intercept (=systolic unstressed volume) (11, 15, 17, 25), mLVV is midrange LV volume, ESPmLVV is end-systolic pressure at mLVV. Systolic pressure–volume area (PVA) was obtained by the formula PVA = A(LVV − V0) − A{1 − exp[−B (LVV − V 0)]}/B (11, 15, 17, 25), where PVAmLVV is PVA at mLVV. Values are mean ± SD. The sample number of SNJ + mI-R was about three times higher than the other groups because this was the most important group to evaluate the effect of SNJ on mI-R
  2. Pre baseline data, Post 120 min after baseline data
  3. * P < 0.05 versus time control
  4. # P < 0.05 versus mI-R
  5. $ P < 0.05 versus Pre