﻿ Vancomycin Dosing - Single level calculator
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## Vancomycin - Single Level Analysis

Patient:     Location:
Drug:    Weight:
Current dose being given mg    Current dosing interval: hrs
Current infusion time (hrs):

## Single level drawn - Trough

Trough level obtained:   mcg/ml
When was the trough drawn?:
Enter number of hours since last dose:   hrs

 Important note:  This version was requested because the actual dosing interval may deviate from the medical order (nurse infused dose early/late etc).  The time below should reflect the number of hours since the last dose was given. If the trough level was drawn 12.5 hours after the last dose, enter 12.5.   Note: program will use this as the new dosing interval in order to take into account the extended elimination time.  In the original version the denominator is calculated by subtracting the dosing interval from the time the trough was drawn.

Desired peak:  mcg/ml   Desired trough:    mcg/ml

## Updates

A new program was created to determine when to administer the next dose of vancomycin after a supratherapeutic trough is obtained.  An estimated elimination rate constant is generated from the creatinine clearance which is then used to determine the timing of the next dose based on the desired target trough concentration.

I also updated our current trough calculator to also generate an estimated vancomycin kel value based on the creatinine clearance.  Use this program if the vancomcyin level is drawn early and you want to estimate the actual trough just before the next dose to determine if the current regimen is appropriate - link to new program.)

## Background

Ambrose-Winter’s Single Trough Method
Principles:
A population Vd is used to estimate the [Peak].
This calculated [Peak] and measured [Trough] are then used to calculate an elimination rate constant (kel).

[Peak]=measured [Trough] + Dose/Vd
kel = ln ([Peak]/[Trough])/Tau
Infusion equations are then used to calculate a new Tau and Dose.

Side note: the GlobalRPh calculator uses the Vd recommended in Bauer's text: 0.7 L/kg.
Use the advanced version if you wish to manipulate this value.

#### Reference

Ambrose PJ, Winter ME. In: Winter ME. Basic clinical pharmacokinetics, 4th ed. Philadelphia: Lippincott Williams & Wilkins; 2004:451-76.

Alternate expression of kel equation:

Normally kel = (Ln C1 / C2) / (t2 - t1)
C1= actual or extrapolated Peak; or post peak level
C2= actual or extrapolated trough; or random level
Drawn at least 1.5 x estimated half-life after first level.
(t2 - t1) = Time difference between levels.

Equation 15.5 page 455:
cmax =  [cmin + dose (s) (f)] / Vd

## Disclaimer

All calculations must be confirmed before use. The authors make no claims of the accuracy of the information contained herein; and these suggested doses are not a substitute for clinical judgment. Neither GlobalRPh Inc. nor any other party involved in the preparation of this program shall be liable for any special, consequential, or exemplary damages resulting in whole or part from any user's use of or reliance upon this material.PLEASE READ THE DISCLAIMER CAREFULLY BEFORE ACCESSING OR USING THIS SITE. BY ACCESSING OR USING THIS SITE, YOU AGREE TO BE BOUND BY THE TERMS AND CONDITIONS SET FORTH IN THE DISCLAIMER.   Read the disclaimer
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