2018
DOI: 10.1002/mp.13076
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Comparing square root method of measuring the cardiac output by means of aortic impedance change component to Kubicek's method

Abstract: The CI calculated with the square root formula had a better normal value range, was more accurate for the patients with cardiac insufficiency, and was less affected by the chest circumference than the CI calculated with Kubicek's formula.

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Cited by 2 publications
(3 citation statements)
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“…Thus, the simplified treatment of equation ( 11) is feasible. The term CO in equation ( 11) is equal to the product of the stroke volume (SV) and the heart rate (HR), i.e., CO=SV×HR/1000, in which 1000 results from the transformation from mL to L. SV was calculated with the square-root formula of the RICG (Kuang et al 2018), as follows:…”
Section: ( )mentioning
confidence: 99%
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“…Thus, the simplified treatment of equation ( 11) is feasible. The term CO in equation ( 11) is equal to the product of the stroke volume (SV) and the heart rate (HR), i.e., CO=SV×HR/1000, in which 1000 results from the transformation from mL to L. SV was calculated with the square-root formula of the RICG (Kuang et al 2018), as follows:…”
Section: ( )mentioning
confidence: 99%
“…is the C-wave amplitude (Ω s −1 ) in the differential graph of the AO component of RICG, T s is the ejection time (s) of the LV, T a is the cardiac cycle (s), and Z 0m is the average value (Ω) of six base impedances (Z 01 , Z 02 , Z 03 , Z 04 , Z 05 , and Z 06 ) of six leads. The unit of the coefficient 0.0368 is cm (note: the use of 0.0348 in formula (18) in reference (Kuang et al 2018) is due to a typographical error), while 0.2 is a coefficient with no unit.…”
Section: ( )mentioning
confidence: 99%
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