Geldof Marian, Freijer Jan, van Beijsterveldt Ludy, Danhof Meindert
Division of Pharmacology, Leiden-Amsterdam Center for Drug Research, Leiden University, PO Box 9502, 2300 RA, Leiden, The Netherlands.
Pharm Res. 2008 Apr;25(4):792-804. doi: 10.1007/s11095-007-9390-5. Epub 2007 Aug 21.
A pharmacokinetic (PK) model is proposed for estimation of total and free brain concentrations of fluvoxamine.
Rats with arterial and venous cannulas and a microdialysis probe in the frontal cortex received intravenous infusions of 1, 3.7 or 7.3 mg.kg(-1) of fluvoxamine.
With increasing dose a disproportional increase in brain concentrations was observed. The kinetics of brain distribution was estimated by simultaneous analysis of plasma, free brain ECF and total brain tissue concentrations. The PK model consists of three compartments for fluvoxamine concentrations in plasma in combination with a catenary two compartment model for distribution into the brain. In this catenary model, the mass exchange between a shallow perfusion-limited and a deep brain compartment is described by a passive diffusion term and a saturable active efflux term.
The model resulted in precise estimates of the parameters describing passive influx into (k in) of 0.16 min(-1) and efflux from the shallow brain compartment (k out) of 0.019 min(-1) and the fluvoxamine concentration at which 50% of the maximum active efflux (C 50) is reached of 710 ng.ml(-1). The proposed brain distribution model constitutes a basis for precise characterization of the PK-PD correlation of fluvoxamine by taking into account the non-linearity in brain distribution.
提出了一种药代动力学(PK)模型,用于估算氟伏沙明在脑内的总浓度和游离浓度。
对动脉和静脉插管且额叶皮质植入微透析探针的大鼠静脉输注1、3.7或7.3mg·kg⁻¹的氟伏沙明。
随着剂量增加,观察到脑内浓度呈不成比例的增加。通过同时分析血浆、脑游离细胞外液(ECF)和脑组织总浓度来估算脑内分布动力学。该PK模型由血浆中氟伏沙明浓度的三室模型与进入脑内的链状二室分布模型组成。在这个链状模型中,浅灌注受限脑区和深部脑区之间的质量交换由被动扩散项和饱和主动外排项描述。
该模型精确估算出描述被动流入脑内(kin)的参数为0.16min⁻¹,从浅脑区流出(kout)的参数为0.019min⁻¹,以及达到最大主动外排50%时的氟伏沙明浓度(C50)为710ng·ml⁻¹。所提出的脑内分布模型通过考虑脑内分布的非线性,为精确表征氟伏沙明的药代动力学-药效学(PK-PD)相关性奠定了基础。