MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01C56EBB.9BE011E0" Ce document est une page Web à fichier unique, ou fichier archive Web. Si ce message est affiché, votre navigateur ou votre éditeur ne prend pas en charge les fichiers archives Web. Téléchargez un navigateur qui prend en charge les archives Web, par exemple Microsoft Internet Explorer. ------=_NextPart_01C56EBB.9BE011E0 Content-Location: file:///C:/2C4BB24E/optimisation.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" EVOLUTION DU TAUX DE MEDICAMENT DANS LE SANG :

BASES DE L’OPTIMI= SATION

 

DU TRAITEMENT ANTI-PARKINSONIEN

 

 

 

Nos médicaments pass= ent de notre bouche à l’intestin, puis dans le sang, puis dans le cerveau.

Entre bouche et sang ,= le médicament passe donc la « barrière intestinale », entre sang et cerveau= , la « barrière hématoméningée ».

 

Dans notre maladie, la réponse aux médicaments, l’efficacité du traitem= ent, répond à la loi d= u tout ou rien :

·      =   Soit la dose de médication est suffisante, son taux sanguin aussi et son effet est positif, les troubles disparaissent,

·      =   soit la dose est insuffisante, son taux trop faible et les troubles persistent

 

Le taux sanguin néce= ssaire à l’efficacité varie d’un individu à l’autre et augmente avec l’évolution de la maladie

pour arriver au bout d̵= 7;un certain nombre d’années à un maximum.

Ensuite, ce taux est diffic= ile à déterminer, plutôt à la baisse, d’autant= que les effets secondaires sont de plus en plus gênants et imposent la réduction des doses.

 

De ce fait, tout est donc a= ffaire de réglages en finesse :

·        Prendre plus que = le besoin expose à des effets secondaires, immédiats ou à moyen terme

·        Ne pas prendre as= sez, expose à avaler des médications « pour rien »

 

Par ailleurs, il faut que l= e taux sanguin soit maintenu au bon niveau en permanence si l’on veut des résultats positifs permanents :

ceci va donc dépendr= e de la durée de vie du médicament dans le sang et le cerveau et de l’intervalle entre les prises orales de ce médicament.

=         &= nbsp;           &nbs= p; 

 

 

 

 

EVOLUTION DU TAUX D’UN MEDICAMENT DANS LE SANG APRES UNE PRISE ORALE :

 

La répartition du ta= ux sanguin d’un médicament après sa prise orale (ou pharmacocinétique) varie d’un médicament à l’autre.

 

Cette répartition pe= ut être représentée sur un graphique sous forme de courbe avec, en abcisse (ligne horizontale) le temps en heures et en ordonné= ;e (ligne verticale) la répartition du taux sanguin.<= /p>

 

Le taux sanguin varie = :

 

  1. En fonction du temps

 

Lorsqu’on avale un comprimé, son taux dans le sang évolue : il va grim= per jusqu’à un maximum (=3D pic) puis diminuer progressivement au = fur et à mesure de son passage dans le cerveau, de sa dégradation et= de son élimination.

 

®    Ici la courbe d’évolution du taux d’un Modopar 125 pris à 8 h du matin :

 

 

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;       Courbe n° 1

 

Le taux (courbe rouge) monte rapidement jusqu’à un pic qui survient une heure après la prise, puis diminue lentement pour  revenir à zéro (ici à 15-16h).

 

 

  1. En fonction de la dose

 

 

®    Voici la courbe d’évolution du taux d’un Modopar 125 ( n° 1) et celle d’un Modopar 250 (n° 2)

 

 

 

 

 

 

 

 

 

 

 

Courbe n°1 (pic à 90)

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;                 &= nbsp;  

 

 

Courbe n°2 (pic à 180)

 

(attention, l’échelle en hauteur n’est pas la même entre n°= ;1 et n°2)

 

 

L’aspect de la courbe est exactement identique, mais le pic est plus haut dans le n°2 : prendre une dose plus importante n’augmente donc ni la rapidité de l’effet ni la durée d’action d’= un médicament, simplement le taux maximum et donc ses effets, tant posi= tifs que négatifs.

 

 

  1. En fonction de la forme, stan= dard ou libération prolongée :

 

 

®    Ici la courbe d’évolution du taux d’un Modopar 125 pris à 8 h du matin :

 

 

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;       Courbe n° 1

 

Le taux (courbe rouge) monte rapidement jusqu’à un pic qui survient une heure après la prise, puis diminue lentement pour  revenir à zéro (15-1= 6h).

 

®    Ici la courbe d’évolution du taux d’un Modopar 125 LP, pris à 8 h du matin :

 

(attention, l’échelle en hauteur n’e= st pas la même entre n°1 et n°3)

 

 

 

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;              Cour= be n° 3

 

Le taux (courbe rouge) monte beaucoup plus lentement pour atteindre son pic deux he= ures plus tard, le pic est bien moins élevé  mais la diminution vers le z&eacut= e;ro beaucoup plus lente (24 h) : c’est le principe des formes &agrav= e; libération prolongée qui sont moins vite efficaces, moins efficaces à même dose que la forme standard (pic moins élevé )  ma= is plus longtemps efficaces.

Bien sûr, le sachant, on adapte les doses pour être efficace.

 

 

  1. En fonction de l’associ= ation à un inhibiteur enzymatique

 

Les inhibiteurs enzymatiques diminuent la dégradation de la moléc= ule du médicament actif ; de ce fait, il en reste plus et plus longtemps dans le sang et donc le cerveau : efficacité meilleur= e et plus longue durée d’efficacité

 

®    Ici la courbe d’évolution du taux d’un Modopar 125 (n°1) et celle = de l’association d’un Modopar 125 + un Comtan (n°4)=

 

 

 

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;        

Courbe n° 1

 

 

 

 

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;       Courbe n° 4

 

 

Les différences entre ces deux courbes ne sont pas très nettes à l’œil, et pourtant , en regardant bien on peut observer que, pour une prise à 8 h du matin :=

®    Le pic est &agrav= e; la même heure et à la même hauteur, mais<= /p>

®    Le taux not&eacut= e; à 10h du matin sur n°1 est encore là à 10h 30 sur n° 4

®    Le taux not&eacut= e; à 12h sur n°1 est encore là à 13h30 sur n°4

®    L’él= imination totale est obtenue à 19h au lieu de 16h

 

Ceci montre que l’inhibiteur prolonge la tenue du taux du médicament dans le sang  donc sa dur&eacu= te;e d’action

 

 

  1. En association avec un agonis= te de la levo-dopa :

 

Les agonistes sont des molécules qui reproduisent l’action de la levo-dopa ; leur action va donc se cumuler avec celle-ci.

La courbe rouge n°5 représente cette action cumulée

 

®    Ici la courbe = d’évolution du taux d’un Modopar 125 (n°1) et celle de l’association d’un Modopar 125 + un Requip 5 mg

 

(attention, l’échelle en hauteur n’est pas la même entre n°= ;1 et n°5)

 

 

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;        

   Courbe n° 1

 

 

 

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;         Courbe n° 5<= /p>

 

 

®    La comparaison mo= ntre toujours le pic maximum 1 heure après l’ingestion de médicaments mais il est légèrement plus haut ( 100 sur n°5 au lieu de 90 sur n° 1)

®    Surtout, la dimin= ution est bien plus lente en n° 5 : taux à 80 au lieu de 60 &agra= ve; 10h, à 60 au lieu de 15 à 12 h

 

Donc la cumulation de la levo-dopa et d’un agoniste augmentent le taux cumulé et la durée d’action en comparaison de la m&ecir= c;me quantité de levo-dopa prise seule.

 

Et bien sûr, si l’on combine, par exemple, Modopar 125 + Comtan + Requi= p, les effets sont encore améliorés

 

 

 

 

EVOLUTION DU TAUX DES MEDICAMENTS DANS LE SANG LO= RS LES DIFFERENTES PRISES JOURNALIERES :

 

 

 

EXEMPLE 1 :

 

Une personne atteinte depui= s 4 ans, sans maladie levodopa-induite ( =3D sans fluctuation on/off ni dyskin&eacut= e;sie)

 

Voilà ce qu’il= se passe lorsqu’elle prend 1 comprimé de Modopar 125 à 8h,= 12h , 16h et 20h (soit 400 mg de levodopa pure/jour) :

 

 

 

 

 

 

 

 

 

 

 

 

 

 

           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           MODOPAR 125 : 1 comprim&eacut= e; à 8h, 12h, 16h et 20h

 

®    La courbe bleue représente le seuil au dessus duquel le médicament a une efficacité

®    La courbe rouge e= st l’évolution du taux sanguin en fonction des prises<= /span>

 

®    Il est net de voi= r que la courbe rouge dépasse (pic) beaucoup la bleue, de façon inu= tile puisqu’on sait que l’effet est positif dès qu’il dépasse la courbe bleue : en gros, cette personne sera bien soulagée 8h par jour

 

®    Il est tout aussi facile de comprendre que lorsque la courbe rouge est au-dessous de la bleue, ascendante et descendante, le taux est sans efficacité sur les symptômes

 

®    Le pic est &agrav= e; 90, le plus bas de la courbe rouge à 20 soit une variation de 70, le pas= sage de la courbe rouge sous la courbe bleue dure 2 h et est de 20, il est perçu comme un « off »

 

®    L’associati= on de ces assez fortes montées et descentes du taux sanguin représe= nte ce que l’on nomme la « pulsatilité », c'est-à-dire les à-coups qui provoqueront des à-coups = de sécrétion intracérébrale de Dopamine et donc une excitation intermittente des récepteurs à la Dopamine,responsa= ble, en partie, à moyen terme, du développement des fluctuations motr= ices et des dyskinésies (=3D maladie levodopa induite)<= /p>

 

 

EXEMPLE 2 :

 

Une personne atteinte depui= s 4 ans, sans maladie levodopa-induite ( =3D sans fluctuation on/off ni dyskin&eacut= e;sie)

 

Voilà ce qu’il= se passe lorsqu’elle prend 1 comprimé de Modopar 62,5 à 8h, 10h, 12h, 14h, 16h, 18h, 20h et 22 h,

(soit 400 mg de levodopa pu= re/jour) :

 

la dose totale prise dans la journée est identique à l’exemple 1 mais, regardons la différence sur la courbe :

 

 

 

 

 

 

 

 

 

 

 

      

         (attention, l’échelle en hauteur n’est pas la même entre exemples 1 et 2)

 

 

®    Le seuil n’= est pas stable avant le deuxième comprimé (dose trop faible &agra= ve; 8 h)

®    Par contre, la co= urbe rouge est au-dessus de la bleue de 10h30 à 24h , c'est-à-dire qu’avec cette répartition,

     cette personn= e sera soulagée 14h par jour avec= la même dose globale que dans l’exemple 1 !!

®    Le pic est &agrav= e; 60, le plus bas de la courbe à 35, soit une variation de 25, beaucoup mo= ins forte que dans l’exemple 1 (moins de pulsatilité)

 

 

 

EXEMPLE 3 :

 

Une personne atteinte depui= s 4 ans, sans maladie levodopa-induite ( =3D sans fluctuation on/off ni dyskin&eacut= e;sie)

 

Voilà ce qu’il= se passe lorsqu’elle prend

½ comprimé de= Modopar 125 dispersible à 8h et 1 comprimé de Modopar 62,5 à 8= h, 10h30, 13h, 15h30,18h, 20h et 22h30,

(soit un total de 400 mg de levodopa pure/jour) :

 

 

 

 

 

 

 

 

 

 

 

 

®    Le seuil est  stable dès le premier comprimé

®    La courbe rouge e= st bien répartie autour de la bleue de 8h30 à 24h , c'est-à-dire qu’avec cette répartition,

     cette personn= e sera soulagée 16h par jour avec= la même dose globale que dans l’exemple du haut !!

®    Le pic est &agrav= e; 60, le plus bas de la courbe à 30, soit une variation de 30, beaucoup mo= ins forte que dans l’exemple 1 (moins de pulsatilité) ; le passage de la courbe rouge so= us la courbe bleue dure 1/2h et est de 10 donc généralement imperceptible

 

 

 

EXEMPLE 4 :

 

Une personne atteinte depui= s 4 ans, sans maladie levodopa-induite ( =3D sans fluctuation on/off ni dyskin&eacut= e;sie)

 

Voilà ce qu’il= se passe lorsqu’elle prend

½ comprimé de= Modopar 125 dispersible à 8h,

1 comprimé de Modopa= r 62,5 et 1 comprimé de Comtan à 8h, 11, 14h, 17h et 21h =

(soit un total de 300 mg de levodopa pure/jour) :

 

 

 

 

 

 

 

 

 

 

 

®    Le seuil est stab= le dès le premier comprimé

®    La courbe rouge e= st bien répartie autour de la bleue de 8h30 à 22h30 , c'est-à-dire qu’avec cette répartition,

     cette personn= e sera soulagée 14h par jour avec= une dose globale inférieure à celle de l’exemple 1 !!

®    Le pic est &agrav= e; 60, le plus bas de la courbe à 30, soit une variation de 30, beaucoup mo= ins forte que dans l’exemple 1 (moins de pulsatilité) ; le passage de la courbe rouge so= us la courbe bleue dure 1/2h et est de 10 donc généralement imperceptible

 

 

 

 

 

 

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