Redefining the Transient Ischemic Dilation Ratio

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The Bitterroot Mountains From Kellogg Peak

Necessity is the Mother of Invention.- Plato

Defining Transient Ischemic Dilation

• Background

• Methods

• Results

• Conclusion

Transient Ischemic Dilation

• The ratio of the left ventricular size after

stress compared to rest

• The left ventricular size is determined

from the ungated SPECT data

• TID is the ratio of the average wall

position at stress compared to rest

Transient Ischemic Dilation

“As such, the volumes associated with this

measurement should not be considered to

represent either end-systolic or end-

diastolic volumes alone but rather a

complex average of the two.”

Dan Berman, Rory Hachamovitch, Guido Germano and others,

as quoted in the J Nucl Med. 2004 Dec;45(12):1999-2007.

Transient Ischemic Dilation

Defining the “Complex Average”

• What is the contribution of the ESV?

• What is the contribution of the EDV?

• Can this complex average be derived from

the gated SPECT data?

“When you cannot explain it in numbers, your knowledge is of a meager and unsatisfactory kind.”

– Lord Kelvin (William Thomson, 1824-1907)

Defining Transient Ischemic Dilation

• Background

• Methods

• Results

• Conclusion

Methods

• Retrospective review of 422 consecutive

patients

• Ischemia determined semi-quantitatively

using a 17 segment, 5 point scale

• Post-stress to rest ventricular volume

ratios correlated with ischemia

Defining Transient Ischemic Dilation

• Background

• Methods

• Results

• Conclusion

Ventricular Volume Ratios

- 0.04 *0.08 **0.18 **Difference

1.060.920.84Ischemia –

1.021.001.02Ischemia +

LVEFrEDVrESVr

** p < 0.01, * p < 0.05 for the presence or absence of ischemia using the independent samples t-test

Pearson Correlation Coefficients

-0.112 *0.227 **0.259 **Ischemia

LVEFrEDVrESVr

** p < 0.01, * p < 0.05

Partial Correlation Coefficients

Corrected for Type of Stress

-0.1239 *0.2252 **0.2560 **Ischemia

LVEFrEDVrESVr

** p < 0.001, * p < 0.05

Partial Correlation Coefficients

Corrected for Type of Stress and Sex

-0.1319 *0.2092 **0.2504 **Ischemia

LVEFrEDVrESVr

** p < 0.001, * p < 0.05

Partial Correlation Coefficients

Corrected for Type of Stress, Sex, and Age

-0.1191 *0.2085 **0.2427 **Ischemia

LVEFrEDVrESVr

** p < 0.001, * p < 0.05

Optimization

• Both the ESV and EDV contain significant

correlations

• The ESV is more highly correlated than is

the EDV

• The contribution of the ESV is greater than

that of the EDV to the TID ratio

Optimization

stress (ESV * X + EDV)

rest (ESV * X + EDV)

where X = the ESV weighing factor

What value of X will lead to the highest correlation with myocardial ischemia?

Partial Correlation Coefficients

Controlling for Type of Stress

0.2738 **0.2761 **0.2252 **Ischemia

X = 10X = 5X = 0

stress (ESV*X + EDV) / rest (ESV*X + EDV)where X = the ESV weighing factor

** p < 0.001

Controlling for Type of Stress

0.2

0.22

0.24

0.26

0.28

0 5 10 15 20 25 30 35 40

ESV Weighing Factor

Correlation Coeffient

Ischemia SDS

Controlling for Type of Stress

0.2754

0.2756

0.2758

0.276

0.2762

3.4 3.8 4.2 4.6 5 5.4 5.8 6.2

ESV Weighing Factor

Correlation Coefficient

Ischemia

Linear Regression

30.885

30.89

30.895

30.9

30.905

4.5 5.0 5.5

ESV Weighing Factor

F Score

F Score

Defining Transient Ischemic Dilation

• Background

• Methods

• Results

• Conclusion

Conclusion

• The ESVr, EDVr, and LVEFr all are significantly

correlated with myocardial ischemia

• The ESVr is more highly correlated with

myocardial ischemia than the EDVr or LVEFr

• The stress (ESVx5 + EDV) / rest (ESVx5 + EDV)

has the strongest correlation with myocardial

ischemia

The “Complex Average” ?

stress ESV * 5 + stress EDVstress ESV * 5 + stress EDV

rest ESV * 5 + rest EDVrest ESV * 5 + rest EDV