Re: This INR stuff is complicated
Re: This INR stuff is complicated
Blanche said:
JimChicago:
You said, " if 2.9 (INR) is based on an INS of 1-then to get it to read 5.0(INR) instead would mean an ISI of 1.5 (since the ISI number is the exponent in the INR equation. If the 2.9 is based on an ISI of 1 when 2.9 is raised by an ISI of 2 it would be 2.9 times 2.9 =8.41." Where is the PT in this equation, which changes when the ISI changes?
Regardless how one manipulates the data, there is no way to change the INR of a prothrombin test. INR is a ratio that takes into consideration the coagulation time in seconds(PT) and the sensitivity of the reagent (ISI) and gives a result that remains constant with the same blood sample regardless of ISI.
Kind regards,
Blanche
Blanche - Thanks for correcting me - my original calculation may have been in error- also I guess I'm assuming both machines use the same "average (mean) pt time (seconds)" as part of the formula - here is what I found on the net regarding the inr calcualtion:
From:
http://www.rcpa.edu.au/pathman/internat.htm
>>>>
Method: The result for the prothrombin time is expressed as a ratio (clotting time for patient plasma divided by time for control plasma); a correction factor (International Sensitivity Index) is applied to the prothrombin ratio (as the sensitivity of commercial thromboplastin reagents is variable) and the result issued as an INR.
>>>>>
From:
http://www.enw.org/Research-INR.htm
>>>>>
The manufacturers assign an ISI to each batch of reagent after comparing each batch to a "working reference" reagent preparation. This "working reference" has been calibrated against internationally accepted standard reference preparations which have an ISI value of 1.0 (Ortel, 1995). By definition, the more sensitive thromboplastin have an ISI of less than 1.0 and the less sensitive are greater than 1.0.
The ISI value is critical for calculation of the INR, because the ISI value is the exponent in the formula. Consequently, small errors in the ISI assignment may affect the calculated INR substantially (Florell & Rodgers, 1996).
>>>>
From:
http://www.itxm.org/TMU1995/tmu6-95.htm
>>>>>
The INR is defined as the ratio of a patient PT compared to the mean PT or normal donors raised to the power of the ISI or:
INR = (patient PT/Mean Normal PT)^ISI
>>>>>
From:
http://www.hometestprogram.com/MWM115.pdf
>>>>>
The INR uses the ratio of the patient PT to the local mean normal
PT and raises that ratio to the power of the ISI (International Sensitivity Index) of the thromboplastin
reagent. Reagents with higher ISI values are less sensitive than those with low ISIs. Now the INR
results are compared when performing a comparison of two PT systems, not the PT seconds.
>>>>>
From:
http://www.coumadin-online.com/indication1.htm
>>>>
The INR can be calculated as:
INR = (observed PT ratio) ^ ISI
where the ISI (International Sensitivity Index) is the correction factor in the >>>>
Therefore in order to calculate the INR you need to know the mean pt time (average time) and the patients individual pt time.
If for example we take an average pt time of 11 seconds then with an INR of 2.9 and an ISI of 1 we have:
INR = (patient's pt time/ average pt time) ^ ISI (where ISI is the exponent)
2.9 = (patients pt time/11 seconds) raised by 1 exponent
2.9 = x/11
x = 31.9 seconds = patient's pt time
If for example we take an average pt time of 11 seconds then with an INR of 5.0 and an ISI of 2 we have:
5.0 = (patients pt time/11 seconds) raised by 2 exponent
5.0 = (x/11) ^ 2
2.236 = x/11
x = 24.6 seconds = patient's pt time
So we need to know the mean pt time, reported patient's pt time, and the ISI number to calculate the INR.
If the Protime was changed to use an ISI of 2 with a 31.9 second we would have
INR = (31.9/11) ^ 2
INR = 2.9 ^ 2
INR = 8.41
When we know the equation and all but one of the variables we can recontruct the other variable. Another fly in the ointment however is that I saw some comment that the Coaguchek may alter it's ISI based on variability of the specific batch of test strips and the test strip sets the particular ISI - if so then the Coaguchek's ISI may be 1.9 or 2.1 or something also.
I guess it would be up to each company to establish what is the correct ISI, and the ISI could possibly vary with the batch of test strips.