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Bradley T. Messmer, Davorka Messmer, Steven L. Allen, Jonathan E. Kolitz, Prasad Kudalkar, Denise Cesar, Elizabeth J. Murphy, Prasad Koduru, Manlio Ferrarini, Simona Zupo, Giovanna Cutrona, Rajendra N. Damle, Tarun Wasil, Kanti R. Rai, Marc K. Hellerstein, Nicholas Chiorazzi
Published in Volume 115, Issue 3
J Clin Invest. 2005; 115(3):755–764 doi:10.1172/JCI23409
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Figure 1

Modeling of the 2H2O levels in patients drinking 2H2O. (A) 2H2O enrichment data from the plasma of a CLL patient, showing that the dilution of 2H2O during the washout phase fits an exponential decay model. For the patient shown (CLL109), the equilibrium 2H2O enrichment was approximately 1.8% during the 2H2O intake period. Therefore, the daily water exchange rate, Wday, for this individual was approximately 2.3 l/d (2H2O intake of 60 ml/d × 70% 2H2O = 42 ml/d, divided by 0.018). The rate of the exponential decay is the fractional daily water exchange rate, fw, and, for the patient shown, was 0.065 per day. The total body water was therefore 35.4 liters (2.3/0.065). This individual weighed 55 kg, so the fraction of body weight due to water was 0.64. This fraction was used for all patients in the study to estimate total body water when a patient’s weight was available. When a patient’s weight was not recorded, an fw value of 6% per day was used. (B) Representative raw data for 2H2O enrichment in plasma and CD5+CD19+ cells from a B-CLL patient (CLL165). PMNL DNA saturates at a stable enrichment related to the 2H2O plasma enrichment. The vertical line at day 84 indicates the time at which the patient ceased intake of 2H2O. (C) Body 2H2O enrichment models for patients of various weights and fractional daily water exchange rates. Patients with high fw equilibrate faster, while patients with low fw can deviate substantially from a square pulse. (D) Body 2H2O enrichment model derived from a patient’s weight and equilibrium 2H2O enrichment accurately predicts the measured body 2H2O enrichment values.