hamilton-angstskala (LH Indholdsside)

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<div id="nelform">
<h3>Scoringsark</h3>
<table>
    <tbody>
        <tr>
            <td>&nbsp;</td>
            <td><strong>Symptom&nbsp;</strong></td>
            <td><strong>&nbsp;0&nbsp;&nbsp;</strong></td>
            <td><strong>1</strong></td>
            <td><strong>2</strong></td>
            <td><strong>3</strong></td>
            <td><strong>4</strong></td>
        </tr>
        <tr>
            <td>1.&nbsp;</td>
            <td>Angst</td>
            <td>[Radio;G1;0;]&nbsp;</td>
            <td>[Radio;G1;1;]&nbsp;</td>
            <td>[Radio;G1;2;]&nbsp;</td>
            <td>[Radio;G1;3;]&nbsp;</td>
            <td>[Radio;G1;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>2.</td>
            <td>Ansp&aelig;ndthed</td>
            <td>[Radio;G2;0;]&nbsp;&nbsp;</td>
            <td>[Radio;G2;1;]&nbsp;</td>
            <td>[Radio;G2;2;]&nbsp;</td>
            <td>[Radio;G2;3;]&nbsp;</td>
            <td>[Radio;G2;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>3.</td>
            <td>Fobisk angst</td>
            <td>[Radio;G3;0;]&nbsp;</td>
            <td>[Radio;G3;1;]&nbsp;</td>
            <td>[Radio;G3;2;]&nbsp;</td>
            <td>[Radio;G3;3;]&nbsp;</td>
            <td>[Radio;G3;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>4.</td>
            <td>S&oslash;vnforstyrrelser</td>
            <td>[Radio;G4;0;]&nbsp;</td>
            <td>[Radio;G4;1;]&nbsp;</td>
            <td>[Radio;G4;2;]&nbsp;</td>
            <td>[Radio;G4;3;]&nbsp;</td>
            <td>[Radio;G4;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>5.</td>
            <td>Koncentrations-<br>
            forstyrrelser&nbsp;</td>
            <td>[Radio;G5;0;]&nbsp;</td>
            <td>[Radio;G5;1;]&nbsp;</td>
            <td>[Radio;G5;2;]&nbsp;</td>
            <td>[Radio;G5;3;]&nbsp;</td>
            <td>[Radio;G5;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>6.</td>
            <td>Nedsat stemningsleje</td>
            <td>[Radio;G6;0;]&nbsp;</td>
            <td>[Radio;G6;1;]&nbsp;</td>
            <td>[Radio;G6;2;]&nbsp;</td>
            <td>[Radio;G6;3;]&nbsp;</td>
            <td>[Radio;G6;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>7.</td>
            <td>Generelle somatiske <br>
            klager (motoriske)</td>
            <td>[Radio;G7;0;]&nbsp;</td>
            <td>[Radio;G7;1;]&nbsp;</td>
            <td>[Radio;G7;2;]&nbsp;</td>
            <td>[Radio;G7;3;]&nbsp;</td>
            <td>[Radio;G7;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>8.</td>
            <td>Generelle somatiske <br>
            klager (sensoriske)</td>
            <td>[Radio;G8;0;]&nbsp;</td>
            <td>[Radio;G8;1;]&nbsp;</td>
            <td>[Radio;G8;2;]&nbsp;</td>
            <td>[Radio;G8;3;]&nbsp;</td>
            <td>[Radio;G8;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>9.</td>
            <td>Kardiovaskul&aelig;re klager</td>
            <td>[Radio;G9;0;]&nbsp;</td>
            <td>[Radio;G9;1;]&nbsp;</td>
            <td>[Radio;G9;2;]&nbsp;</td>
            <td>[Radio;G9;3;]&nbsp;</td>
            <td>[Radio;G9;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>10.</td>
            <td>Respiratoriske klager</td>
            <td>[Radio;G10;0;]&nbsp;</td>
            <td>[Radio;G10;1;]&nbsp;</td>
            <td>[Radio;G10;2;]&nbsp;</td>
            <td>[Radio;G10;3;]&nbsp;</td>
            <td>[Radio;G10;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>11.</td>
            <td>Gastrointestinale klager</td>
            <td>[Radio;G11;0;]&nbsp;</td>
            <td>[Radio;G11;1;]&nbsp;</td>
            <td>[Radio;G11;2;]&nbsp;</td>
            <td>[Radio;G11;3;]&nbsp;</td>
            <td>[Radio;G11;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>12.</td>
            <td>Urogenitale klager</td>
            <td>[Radio;G12;0;]&nbsp;</td>
            <td>[Radio;G12;1;]&nbsp;</td>
            <td>[Radio;G12;2;]&nbsp;</td>
            <td>[Radio;G12;3;]&nbsp;</td>
            <td>[Radio;G12;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>13.</td>
            <td>&Oslash;vrige autonome klager</td>
            <td>[Radio;G13;0;]&nbsp;</td>
            <td>[Radio;G13;1;]&nbsp;</td>
            <td>[Radio;G13;2;]&nbsp;</td>
            <td>[Radio;G13;3;]&nbsp;</td>
            <td>[Radio;G13;4;]&nbsp;</td>
        </tr>
        <tr>
            <td>14.</td>
            <td>Generelle fund ved interviewet</td>
            <td>[Radio;G14;0;]&nbsp;</td>
            <td>[Radio;G14;1;]&nbsp;</td>
            <td>[Radio;G14;2;]&nbsp;</td>
            <td>[Radio;G14;3;]&nbsp;</td>
            <td>[Radio;G14;4;]&nbsp;</td>
        </tr>
    </tbody>
</table>
<p>[Result;GTotal;G1+G2+G3+G4+G5+G6+G7+G8+G9+G10+G11+G12+G13+G14;Total]</p>
<p>
<strong>Sum: HAM-A14</strong> </p>
</div>
<ul>
    <li>Ingen angsttilstand: 0&ndash;7 </li>
    <li>Tvivlsom angsttilstand: 8&ndash;14 </li>
    <li>Lettere angsttilstand: 15&ndash;19 </li>
    <li>Moderat angsttilstand: 20&ndash;29 </li>
    <li>Sv&aelig;r angsttilstand: 30 &ndash;56</li>
</ul>
<p>Se manual for <a href="6D7AB27441EB40D18B193C74724244E1-0-0">HAM-A 14</a>.</p>
<p>HAM-A14 kan s&aelig;rlig anvendes til at monitorere effekten af behandlingen (psykoterapeutisk og/eller medicinsk).</p>
<p>Traditionelt opdeles Hamiltons Angstskala i en psykisk faktor, som omhandler de f&oslash;rste seks symptomer i HAM-A plus det sidste symptom, og den somatiske faktor for angst, som indeholder de resterende syv symptomer<a title="Bech P, Licht RW, Stage KB, Abildgaard W, Bech-Andersen G, Søndergaard S, Martiny K. RATING SCALES FOR AFFEKTIVE LIDELSER. Kompendium. : ; 2005" href=" " data-url="reference-link" data-value-piped="Bech P, Licht RW, Stage KB, Abildgaard W, Bech-Andersen G, Søndergaard S, Martiny K|RATING SCALES FOR AFFEKTIVE LIDELSER. Kompendium|||2005" data-value="Bech P, Licht RW, Stage KB, Abildgaard W, Bech-Andersen G, Søndergaard S, Martiny K. RATING SCALES FOR AFFEKTIVE LIDELSER. Kompendium. : ; 2005" data-type="book-reference">1</a>. </p>
<p>Det er den psykiske faktor, der afspejler den egentlige anti-angstbehandling. S&aring;ledes virker beroligende medicin s&aring;dan som [DliActiveSubstance;5757;diazepam]&nbsp;alene p&aring; den somatiske faktor i Hamiltons Angstskala, medens anti-angst pr&aelig;parater, der er godkendt til b&aring;de panisk angst og generaliseret angst (f.eks. [DliActiveSubstance;5552;paroxetin]&nbsp;og [DliActiveSubstance;5726;venlafaxin]), virker p&aring; den psykiske angstfaktor<a title="Bech P, Licht RW, Stage KB, Abildgaard W, Bech-Andersen G, Søndergaard S, Martiny K. RATING SCALES FOR AFFEKTIVE LIDELSER. Kompendium. : ; 2005" href="EditorPage.aspx?da=core&amp;id=%7B4C198AAE-3E5C-46BD-8F8A-60DDFCFD4CED%7D&amp;ed=FIELD209690781&amp;vs&amp;la=da&amp;fld=%7B850D32D3-55A1-49E4-9CDF-F0C88D91563C%7D&amp;so=%2Fsitecore%2Fsystem%2FSettings%2FHtml%20Editor%20Profiles%2FRich%20Text%20LHPH&amp;di=0&amp;hdl=H209690864&amp;us=sitecore%5Ctrva&amp;mo&amp;pe=0&amp;fbd=1" data-url="reference-link" data-value-piped="Bech P, Licht RW, Stage KB, Abildgaard W, Bech-Andersen G, Søndergaard S, Martiny K|RATING SCALES FOR AFFEKTIVE LIDELSER. Kompendium|||2005" data-value="Bech P, Licht RW, Stage KB, Abildgaard W, Bech-Andersen G, Søndergaard S, Martiny K. RATING SCALES FOR AFFEKTIVE LIDELSER. Kompendium. : ; 2005" data-type="book-reference">1</a>.</p>
<h2>Vil du vide mere?</h2>
<ul>
    <li><a href="~/link.aspx?_id=E6877B4AE07F4CCF85A888ED7BD91414&amp;_z=z">Angst - for sundhedsfaglige</a></li>
    <li><a href="~/link.aspx?_id=016607FC6B2E4A2CB6D98688ADCEB4BF&amp;_z=z">Generaliseret angst&nbsp;- for sundhedsfaglige</a></li>
    <li><a href="~/link.aspx?_id=997C5AB9B6934CB2BE4FC119F0B31D36&amp;_z=z">Fobiske angsttilstande&nbsp;- for sundhedsfaglige</a></li>
    <li><a href="~/link.aspx?_id=8A7D8B84900B46859FEB128E4637DD47&amp;_z=z">Social fobi&nbsp;- for sundhedsfaglige</a></li>
    <li><a href="~/link.aspx?_id=F2EB596106A64586A5BB02B3DA3DB42C&amp;_z=z">Panikangst&nbsp;- for sundhedsfaglige</a></li>
    <li><a href="~/link.aspx?_id=272BA9DEE8F84E0E89FBCC607FBC2C5B&amp;_z=z">Posttraumatisk belastningsreaktion&nbsp;- for sundhedsfaglige</a></li>
    <li><a href="~/link.aspx?_id=1F09DF85FD364C44900BC0D27177E105&amp;_z=z">Angst - for borgere</a></li>
    <li><a href="~/link.aspx?_id=B14D51574F94481E8ADCAB4F6D9FE43E&amp;_z=z">Angsttilstande&nbsp;- for borgere</a></li>
    <li><a href="~/link.aspx?_id=666272A05F734E6BA10EF98B47B00B68&amp;_z=z">Fobisk angst&nbsp;- for borgere</a></li>
    <li><a href="~/link.aspx?_id=A995530374EF41D88E482A171345635C&amp;_z=z">Panikangst, diagnostik&nbsp;- for borgere</a></li>
    <li><a href="~/link.aspx?_id=D0EEB5539DBC4EF98D45015F89F21A88&amp;_z=z">Social fobi&nbsp;- for borgere</a></li>
    <li><a href="~/link.aspx?_id=D42B997CAA7345D78086AF94D06D96AF&amp;_z=z">Posttraumatisk stressforstyrrelse&nbsp;- for borgere</a></li>
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