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Mechanism based pharmacokinetic/pharmacodynamic modeling of β-blockers according to the model proposed by Snelder et al. [61]. MAP is determined by both physiological functions: CO and TPR. Traditional β-blockers reduce MAP by inhibiting the production of CO by myocardial β 1 -adrenergic antagonism. Vasodilatory β-blockers reduce MAP by inhibiting both the production of CO and the production of TPR due its ability to induce relaxation of vascular smooth muscle. CO: Cardiac output; MAP: Mean arterial pressure; TPR: Total peripheral resistance. Adapted with permission from [61] © British Journal of Pharmacology, The British Pharmacological Society (2013).

Mechanism based pharmacokinetic/pharmacodynamic modeling of β-blockers according to the model proposed by Snelder et al. [61]. MAP is determined by both physiological functions: CO and TPR. Traditional β-blockers reduce MAP by inhibiting the production of CO by myocardial β 1 -adrenergic antagonism. Vasodilatory β-blockers reduce MAP by inhibiting both the production of CO and the production of TPR due its ability to induce relaxation of vascular smooth muscle. CO: Cardiac output; MAP: Mean arterial pressure; TPR: Total peripheral resistance. Adapted with permission from [61] © British Journal of Pharmacology, The British Pharmacological Society (2013).

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β-blockers play a central role in the treatment of the various main cardiovascular diseases, including hypertension, coronary artery disease and systolic heart failure. As a therapeutic class, β-blockers form a heterogeneous family that differs in their pharmacokinetic (PK) and pharmacodynamic (PD) properties, highlighting the relevance of the exte...

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Context 1
... recently, Snelder et al. have developed a mechanism-based PK/PD model for the characterization of the effects of cardiovascular drugs with different mechanisms of action, including β-blockers, on the interrelationship between mean arterial pressure (MAP), CO and total peripheral resistance (TPR) (Figure 3) [61]. Considering that MAP = CO × TPR, the model includes two indirect physiological models to describe the time course of change in CO and TPR. ...
Context 2
... that MAP = CO × TPR, the model includes two indirect physiological models to describe the time course of change in CO and TPR. In these equations, K in_CO and K in_TPR represent the zero-order production rate constants and k out_CO and k out_TPR represent the first-order dissipation rate constants of CO and TPR, respectively (Figure 3). In addition, two feedback constants are introduced in order to take into account the magnitude of the negative feedback of MAP on CO and TPR (Figure 3) [61]. ...
Context 3
... these equations, K in_CO and K in_TPR represent the zero-order production rate constants and k out_CO and k out_TPR represent the first-order dissipation rate constants of CO and TPR, respectively (Figure 3). In addition, two feedback constants are introduced in order to take into account the magnitude of the negative feedback of MAP on CO and TPR (Figure 3) [61]. During the development of the novel mechanism based PK/ PD model, the authors consider that antihypertensive drugs selectively influence either CO or TPR and that all compounds influence the production rates of CO or TPR rather than the dissipation rates [61]. ...
Context 4
... proposed model may predict the effects of a particular β-blocker on blood pressure based on preclinical data [61]. Although the mechanism-based PK/PD model seems to be suitable for the evaluation of cardiovascular actions of most β-blockers, it requires modifications for vasodilatory β-blockers, considering the fact that the blood pressure reduction induced by these agents depends not only on the effects on CO but also on TPR (Figure 3). ...

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... 13 There are several PK−PD models for β-blockers, especially carvedilol, using clinical data. 14 One PK−PD model demonstrated the relationship between (S)-carvedilol and HR reduction in exercise-induced tachycardia. 15 Another study investigated the relationship between carvedilol concentration and blood pressure. ...
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