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The equation that defines the rate of change or rate of accumulation of drug in the body |
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dA/dt = Rate of Input (k0) – Rate of Output (KA) dA/dt = k0 – KA Can be rewritten as.... dA/dt = k0 – (Clt x Cp) |
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| The equation to find the plasma concentration in a zero order input, first order output IV infusion is..... |
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| As infusion proceeds, "t" becomes a larger value, and e-kt becomes negligible and plasma concentration will be converted to a constant that is equal to the plateau or steady state level. This can be represented by.... |
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| The rate of output can be determined by...... |
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| Using IV infusion variables, how can you determine clearance? |
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There are two ways to determine the overall rate of infusion. This is, either divide the total amount intended for infusion by the interval of infusion, or by multiplying the intended steady state level by the total body clearance. These two equations would be....... |
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k0 = dA/dt = mass/time k0 = Cpss x Clt |
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| When the time of infusion is equal to one half-life of the drug, the plasma concentration will be what percent of the target steady state? |
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| When the time of infusion is equal to two half-lifes of the drug, the plasma concentration will be what percent of the target steady state? |
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| When the time of infusion is equal to 3.3 T1/2's of the drug, the plasma concentration will be what percent of the target steady state? |
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| When the time of infusion is equal to 4.3 T1/2's of the drug, the plasma concentration will be what percent of the target steady state? |
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| When the time of infusion is equal to 6.6 T1/2's of the drug, the plasma concentration will be what percent of the target steady state? |
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| After how many half-lives will steady state actually be achieved? |
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| For this course, we assume it takes 7 half-lives |
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| The magnitude of any steady state level depends on....... |
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| The time required for achieving an fraction of steady state with any rate of infusion depends only on the......... |
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In other words, by increasing the rate of infusion we do not reduce the time needed to achieve a steady state level we only form .......... |
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| a new steady state level that would require the same length of time for achieving it |
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One approach in achieving the steady-state level of a drug immediately is to give a loading intravenous bolus dose with simultaneous intravenous infusion. To determine the loading dose we assume the steady state level is equal to the initial plasma concentration of the loading dose i.e, set Cpss = Cp° . The loading dose would then be equal to: |
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The combination of intravenous bolus and infusion can be represented as: |
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| The appropriate equation for estimation of plasma concentration after the end of infusion is: |
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| The plasma concentration at time "t" after termination of infusion would be....... |
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| The total amount of drug in the blood at steady state is found with the equation....... |
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| What is the equation that describes the rate of absorption? |
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Rate of Absorption = ka x AD |
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| This is the absorption rate constant |
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| This is the absorbable amount of drug at the site of absorption. |
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| At what point is the rate of absorption high? |
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| At early time points when the concentration of drug at the absorption site is high |
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| When is the rate of elimination low? |
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| At early time points, when there isn't much drug in the body. It gradually increases as more drug is absorbed, until it reaches a point where the rate of absorption equals the rate of elimination. |
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| The plasma concentration, which is at its maximum, when the rate of absorption equals the rate of elimination |
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| The time at which the Cpmax is reached |
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| How long does it take for all of the drug to be absorbed? |
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| The rate of change of plasma concentration of a drug could be written as...... |
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| This corresponds to the fraction of dose absorbed, a value that is equal or less than one, and is known as absolute bioavailability |
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This represents the total amount absorbed or total amount of absorbable drug. |
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| What is an equation to estimate the Y intercept? |
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| What is the extrapolated equation for the Y-Intercept equation? |
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| What equation will best help us estimate the absorption component? |
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[image] variable in equation is Kat |
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| What is the equation to find the Tmax? |
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[image] When ka is much greater than K, the value of Tmax is solely a function of the absorption rate constant and inversely proportional to it. |
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| What is the equation to find the Cmax? |
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[image] According to this equation, the maximum plasma concentration is directly proportional to the total amount absorbed, FD, and the fraction of dose in the body at Tmax (i.e., fbmax = e-KTmax). Thus, the maximum amount of drug in the body is: [image] |
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| What is the equation for finding the area under the curve? |
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[image] The area under plasma concentration-time curve is another important parameter of oral absorption and it is considered a sensitive indicator of the amount of drug that ultimately reaches the systemic circulation. Its magnitude is directly proportional to the total amount absorbed. Therefore equal doses of a drug should provide equal AUCs. This parameter is very useful in determining the bioavailability and bioequivalence of therapeutic agents |
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| What's a less common way of estimating the total body clearance, besides K x Vd? Bonus: What is another way to estimate the Vd? |
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[image]clearance [image]Volume of distribution |
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| What's the equation to find out the fraction of dose absorbed? |
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| What are the absorption sites? |
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- Oral administration - Sublingual - Buccal - Inhalation - Injection into the body but not into the vascular system - Administration through a natural orifice |
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Factors influencing oral absorption
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- Various regional pH of GI tract and the pKa of the drug - Gastric emptying process - Intestinal motility or small intestinal transit time (SITT) - First pass extraction (hepatic or GI) - Intestinal metabolic enzymes such as Cytochrome P450 3A4 - P-Glycoprotein - Food - Disease states - Other factors |
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| What are the basic mechanisms of gastrointestinal absorption |
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- Passive Diffusion - Transcellular Diffusion - Paracellular Diffusion - Carrier-mediated Transcellular Diffusion (also known as facilitated diffusion) - Transcellular Diffusion Subject to P-Glycoprotein Efflux - Active Transport - Pinocytosis - Solvent Drag - Ion-pair absorption |
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| What affects Distribution? |
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The following factors influence the distribution of drugs: - Blood Flow - Extent of binding to plasma proteins - Physicochemical characteristics of drugs - The degree and extent to which drugs penetrate through physiological barriers - The extent of elimination that continuously removes the drug from the body and competes with the distribution phenomena. |
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| What are some physiological barriers that could affect distribution? |
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- Placental transfer - Blood Brain Barrier - Blood Testis Barrier - Blood Aqueous Humor Barrier - Blood Lymph Barrier |
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| What are some examples of Phase 1 Oxidative Reactions |
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- Oxidation of carbon-carbon double bond - Oxidation of alcohols - Oxidation of aromatic carbons - Oxidation of nitrogen-containing functional group - Oxidative deamination - Oxidative N-, O-, and S-dealkylation - Other oxidative reactions |
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| What are some examples of phase I oxidation? |
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- Flavin monooxygenase - Alcohol dehydrogenase - Monoamine oxidase - Diamine oxidase - Aldehyde dehydrogenase - Xanthine oxidase |
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| To calculate the amout of drug eliminated during an infusion....the equation is........ |
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| Amount eliminated = Amount infused - (Plasma concentration at end of infusion x (Vd/K)) |
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| How can one find the rate of elimination using TBC? |
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| TBC x Cp = Rate of elimination |
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