synovial-osteokondromatose (LH Indholdsside)

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      <HtmlField Name="PageContent"><![CDATA[<h2>Diagnose</h2>
<h3>Diagnostiske kriterier</h3>
<ul>
    <li>Typisk sygehistorie med klassiske fund p&aring; r&oslash;ntgen eller ved MR-skanning</li>
</ul>
<h3>Sygehistorie</h3>
<ul>
    <li>Tiltagende gener gennem flere &aring;r fra et st&oslash;rre led - som oftest kn&aelig;, hofte, ankel, albue eller skulder</li>
    <li>Leddet vil med tiden i stigende grad blive smertefuldt og h&aelig;vet</li>
    <li>Efterh&aring;nden nedsat bev&aelig;gelighed og evt. l&aring;sningsf&aelig;nomener</li>
</ul>
<h3>Kliniske fund</h3>
<ul>
    <li>H&aelig;vet og smertefuldt led</li>
    <li>Nedsat bev&aelig;gelighed</li>
</ul>
<h3>Supplerende unders&oslash;gelser i almen praksis</h3>
<ul>
    <li>Ingen</li>
</ul>
<h3>Andre unders&oslash;gelser hos specialist</h3>
<p><img alt="" src="24C901908DE44A8AA8094CE2B2451C29-275-238" style="height:238px; width:275px;" height="238" width="275">&nbsp;<img alt="" src="8ADB835D13C34207A3117EDC494E5FEE-275-217" style="height:217px; width:275px;" height="217" width="275"></p>
<ul>
    <li>R&oslash;ntgen<a href="%20" title="Crotty JM, Monu JU, Pope TL Jr, Synovial osteochondromatosis. Radiol Clin North Am 1996;34: 327-42" data-url="reference-link" data-value-piped="Crotty JM, Monu JU, Pope TL Jr|Synovial osteochondromatosis|Radiol Clin North Am|1996|34|327-42" data-value="Crotty JM, Monu JU, Pope TL Jr, Synovial osteochondromatosis. Radiol Clin North Am 1996;34: 327-42" data-type="journal-reference"><sup>1</sup></a><sup>,</sup><a href="%20" title="Pendse NA, Diwan A, Menghani V, Synovial osteochondromatosis. Ind J Radiol Imag 2003;13: 281-3" data-url="reference-link" data-value-piped="Pendse NA, Diwan A, Menghani V|Synovial osteochondromatosis|Ind J Radiol Imag|2003|13|281-3" data-value="Pendse NA, Diwan A, Menghani V, Synovial osteochondromatosis. Ind J Radiol Imag 2003;13: 281-3" data-type="journal-reference"><sup>2</sup></a><sup>,</sup><a href="%20" title="Mohana-Borges AV, Chung CB, Resnick D, Monoarticular arthritis. Radiol Clin North Am 2004;42: 135-49" data-url="reference-link" data-value-piped="Mohana-Borges AV, Chung CB, Resnick D|Monoarticular arthritis|Radiol Clin North Am|2004|42|135-49" data-value="Mohana-Borges AV, Chung CB, Resnick D, Monoarticular arthritis. Radiol Clin North Am 2004;42: 135-49" data-type="journal-reference"><sup>3</sup></a>
    <ul>
        <li>Er almindeligvis diagnostisk og viser flere ossificerede intra-artikul&aelig;re l&oslash;se knoglelegemer</li>
        <li>Der kan v&aelig;re degenerative forandringer og artrose</li>
        <li>Hvis der ikke findes forbenede l&oslash;se legemer, kan der alene v&aelig;re bl&oslash;ddelsh&aelig;velse, og der skal differentialdiagnosen pigmenteret villonodul&aelig;r synovit overvejes</li>
    </ul>
    </li>
    <li>CT-skanning<a href="%20" title="Crotty JM, Monu JU, Pope TL Jr, Synovial osteochondromatosis. Radiol Clin North Am 1996;34: 327-42" data-url="reference-link" data-value-piped="Crotty JM, Monu JU, Pope TL Jr|Synovial osteochondromatosis|Radiol Clin North Am|1996|34|327-42" data-value="Crotty JM, Monu JU, Pope TL Jr, Synovial osteochondromatosis. Radiol Clin North Am 1996;34: 327-42" data-type="journal-reference"><sup>1</sup></a><sup>,</sup><a href="%20" title="Pendse NA, Diwan A, Menghani V, Synovial osteochondromatosis. Ind J Radiol Imag 2003;13: 281-3" data-url="reference-link" data-value-piped="Pendse NA, Diwan A, Menghani V|Synovial osteochondromatosis|Ind J Radiol Imag|2003|13|281-3" data-value="Pendse NA, Diwan A, Menghani V, Synovial osteochondromatosis. Ind J Radiol Imag 2003;13: 281-3" data-type="journal-reference"><sup>2</sup></a>
    <ul>
        <li>Viser de samme forandringer som r&oslash;ntgen, men unders&oslash;gelsen kan ogs&aring; afsl&oslash;re ikke-forbenede l&oslash;se legemer</li>
    </ul>
    </li>
    <li>MR<a href="%20" title="Crotty JM, Monu JU, Pope TL Jr, Synovial osteochondromatosis. Radiol Clin North Am 1996;34: 327-42" data-url="reference-link" data-value-piped="Crotty JM, Monu JU, Pope TL Jr|Synovial osteochondromatosis|Radiol Clin North Am|1996|34|327-42" data-value="Crotty JM, Monu JU, Pope TL Jr, Synovial osteochondromatosis. Radiol Clin North Am 1996;34: 327-42" data-type="journal-reference"><sup>1</sup></a><sup>,</sup><a href="%20" title="Pendse NA, Diwan A, Menghani V, Synovial osteochondromatosis. Ind J Radiol Imag 2003;13: 281-3" data-url="reference-link" data-value-piped="Pendse NA, Diwan A, Menghani V|Synovial osteochondromatosis|Ind J Radiol Imag|2003|13|281-3" data-value="Pendse NA, Diwan A, Menghani V, Synovial osteochondromatosis. Ind J Radiol Imag 2003;13: 281-3" data-type="journal-reference"><sup>2</sup></a>
    <ul>
        <li>Evt. som pr&aelig;operativ unders&oslash;gelse</li>
        <li>Anses som guldstandard og viser v&aelig;ske, synovialisforandringer (hyperintense p&aring; T2-v&aelig;gtede billeder med forst&aelig;rkning efter brug af gadolinium-baseret kontrast) og l&oslash;se legemer (som er isointense til hypointense p&aring; T1-v&aelig;gtede billeder, og som har signal tomrum, hvis de er forbenede)</li>
    </ul>
    </li>
    <li>SR, CRP</li>
</ul>
<h3>Differentialdiagnoser</h3>
<ul>
    <li>Monoartikul&aelig;r artrit</li>
    <li>Pigmenteret villonodul&aelig;r synovit</li>
</ul>
<h2>Behandling</h2>
<h3>Behandlingsm&aring;l</h3>
<ul>
    <li>Fjernelse af synovia og noduli kan foreg&aring; artroskopisk eller ved &aring;ben kirurgi&nbsp;</li>
    <li>Forebygge recidiv</li>
</ul>
<h3>Generelt om behandlingen</h3>
<ul>
    <li>Behandlingen er delvis eller total synovectomi, men recidivhyppigheden er ca 20 %&nbsp;</li>
</ul>
<h3>H&aring;ndtering i almen praksis</h3>
<ul>
    <li>Ingen speciel h&aring;ndtering. Sj&aelig;lden lidelse.</li>
</ul>
<h3>R&aring;d til patienten</h3>
<ul>
    <li>S&oslash;ge l&aelig;ge ved nedsat ledbev&aelig;gelighed</li>
</ul>
<h3>Medicinsk behandling</h3>
<ul>
    <li>Ingen</li>
</ul>
<h3>Anden behandling</h3>
<ul>
    <li>Total synovectomi og fjernelse af frie brusklegemer</li>
    <li>Kan udf&oslash;res artroskopisk<a href="EditorPage.aspx?da=core&amp;id=%7B1D8CDC1A-7ABD-4B63-A1E6-DE0B25AD9659%7D&amp;ed=FIELD27361286061&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=H27361286152&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="McCarthy JC, Lee JA, Arthroscopic intervention in early hip disease.. Clin Orthop Relat Res 2004;: 157-62" data-value-piped="McCarthy JC, Lee JA|Arthroscopic intervention in early hip disease.|Clin Orthop Relat Res|2004||157-62|15577481" data-url="reference-link" data-pubmedid="15577481" title="McCarthy JC, Lee JA, Arthroscopic intervention in early hip disease.. Clin Orthop Relat Res 2004;: 157-62"><sup>4</sup></a></li>
</ul>
<h3>Kirurgi</h3>
<ul>
    <li>Total synovectomi og fjernelse af frie brusklegemer</li>
    <li>Kan udf&oslash;res artroskopisk<a href="EditorPage.aspx?da=core&amp;id=%7B1D8CDC1A-7ABD-4B63-A1E6-DE0B25AD9659%7D&amp;ed=FIELD27361286061&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=H27361286152&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="McCarthy JC, Lee JA, Arthroscopic intervention in early hip disease.. Clin Orthop Relat Res 2004;: 157-62" data-value-piped="McCarthy JC, Lee JA|Arthroscopic intervention in early hip disease.|Clin Orthop Relat Res|2004||157-62|15577481" data-url="reference-link" data-pubmedid="15577481" title="McCarthy JC, Lee JA, Arthroscopic intervention in early hip disease.. Clin Orthop Relat Res 2004;: 157-62"><sup>4</sup></a></li>
</ul>
<h3>Forebyggende behandling</h3>
<ul>
    <li>Ingen</li>
</ul>
<h2>Henvisning</h2>
<ul>
    <li>Henvises til ortop&aelig;dkirurg n&aring;r diagnosen er stillet eller ved uklart ledproblem</li>
</ul>
<h2>Opf&oslash;lgning</h2>
<ul>
    <li>Aftales med ortop&aelig;dkirurg</li>
</ul>
<h2>Sygdomsforl&oslash;b, komplikationer og prognose</h2>
<h3>Sygdomsforl&oslash;b</h3>
<ul>
    <li>Progredierende, men godartet forl&oslash;b</li>
</ul>
<h3>Komplikationer</h3>
<ul>
    <li>Nedsat ledbev&aelig;gelighed</li>
    <li>Sj&aelig;lden malign transformation</li>
</ul>
<h3>Prognose</h3>
<ul>
    <li>God</li>
    <li>Malign transformation er beskrevet, men s&aring;danne tilf&aelig;lde synes kun at opst&aring; efter flere recidiver efter behandling</li>
    <li>Recidiverende tilf&aelig;lde b&oslash;r derfor henvises til tumorcenter ved ortop&aelig;dkirurgisk afdeling</li>
</ul>
<h2>Baggrundsoplysninger<a href="EditorPage.aspx?da=core&amp;id=%7B1D8CDC1A-7ABD-4B63-A1E6-DE0B25AD9659%7D&amp;ed=FIELD27361286061&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=H27361286152&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="Biazzo A, Confalonieri N, Synovial chondrosarcoma. Ann Transl Med 2016;4: 15" data-value-piped="Biazzo A, Confalonieri N|Synovial chondrosarcoma| Ann Transl Med|2016|4|15" data-url="reference-link" title="Biazzo A, Confalonieri N, Synovial chondrosarcoma. Ann Transl Med 2016;4: 15"><sup>5</sup></a><sup>,</sup><a href="EditorPage.aspx?da=core&amp;id=%7B1D8CDC1A-7ABD-4B63-A1E6-DE0B25AD9659%7D&amp;ed=FIELD27361286061&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=H27361286152&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="Starzman A, Collins D, Carreira D, A systematic literature review of synovial chondromatosis and pigmented villonodular synovitis of the hip. Phys Sportsmed 2016;44: 425-431" data-value-piped="Starzman A, Collins D, Carreira D|A systematic literature review of synovial chondromatosis and pigmented villonodular synovitis of the hip|Phys Sportsmed|2016|44|425-431" data-url="reference-link" title="Starzman A, Collins D, Carreira D, A systematic literature review of synovial chondromatosis and pigmented villonodular synovitis of the hip. Phys Sportsmed 2016;44: 425-431"><sup>6</sup></a></h2>
<h3>Definition</h3>
<ul>
    <li>Kaldes ogs&aring; synovial kondromatose</li>
    <li>Er en benign, monoartikul&aelig;r proliferation af synovia i et led, bursa eller seneskede med kartilagin&oslash;s metaplasi (bruskdannelse) og senere evt. forbening<a href="%20" title="Monu JUV, Oka M. Synovial osteochondromatosis . eMedicine, May 3, 2004. www.emedicine.com. " data-url="http://emedicine.medscape.com/" data-value="Monu JUV, Oka M. Synovial osteochondromatosis . eMedicine, May 3, 2004. www.emedicine.com. " data-type="other-reference"><sup>7</sup></a></li>
    <li>Store led som kn&aelig;, hofte, albue og skulder afficeres oftest - men et hvilket som helst led eller synovialisoverflade (fx ekstraartikul&aelig;r bursa) kan angribes</li>
</ul>
<h3>Forekomst</h3>
<ul>
    <li>Sj&aelig;lden tilstand</li>
    <li>Incidensen er 2-4 gange h&oslash;jere hos m&aelig;nd og forekommer oftest efter 40-&aring;rsalderen, men ses ogs&aring; hos unge</li>
</ul>
<h3>&AElig;tiologi og patogenese</h3>
<ul>
    <li>&Aring;rsagen er ukendt</li>
    <li>Tilstanden skyldes en benign, monoartikul&aelig;r proliferation af synovia i et led, en bursa eller seneskede med kartilagin&oslash;s metaplasi (bruskdannelse)</li>
    <li>Sygdomsprocessen starter med nodul&aelig;r proliferation af synovia, s&aring; der dannes sm&aring; knuder, som br&aelig;kkes af og som migrerer mod ledhulen</li>
    <li>Efter knuderne er blevet intraartikul&aelig;re, omdannes de til brusklegemer, der vokser i st&oslash;rrelse, og som typisk underg&aring;r en central nekrose. De intraartikul&aelig;re fragmenter kan variere i st&oslash;rrelse fra nogle f&aring; millimeter til flere centimeter</li>
    <li>Den nekrotiske del bliver forkalket og vil til sidst kunne forbenes i forskellig grad</li>
    <li>Efterh&aring;nden som tilstanden udvikler sig, vil leddet i stigende grad blive smertefuldt og h&aelig;vet som f&oslash;lge af, at der dannes mange brusklegemer - ofte flere hundrede sm&aring;stykker</li>
    <li>Konsekvensen er mekaniske symptomer i form af begr&aelig;nset bev&aelig;gelighed, &oslash;get knogledestruktion og sekund&aelig;r artrose</li>
    <li>Malign transformation til kondrosarkom er sj&aelig;lden</li>
</ul>
<h3>Disponerende faktorer</h3>
<ul>
    <li>Ingen kendte</li>
</ul>
<h3>ICPC-2</h3>
<p>[ICPC]</p>
<h3>ICD-10/SKS-koder</h3>
<p>[ICD10]</p>
<h2>Patientinformation</h2>
<h3>Hvad findes der&nbsp;af skriftlig patientinformation</h3>
<ul>
    <li><a href="~/link.aspx?_id=3B0E61504D754DA5A4937AF2458EB31C&amp;_z=z">Synovial osteokondromatose</a>&nbsp;</li>
</ul>
<h2>Link til vejledninger</h2>
<ul>
    <li>Forl&oslash;bsbeskrivelser og regionale pakkeforl&oslash;b [ICPC]</li>
</ul>]]></HtmlField>
      <HtmlField Name="Resume"><![CDATA[<h2>Resum&eacute;</h2>
<h3>Diagnose</h3>
<ul>
    <li>Meget sj&aelig;lden</li>
    <li>Typiske fund p&aring; r&oslash;ntgen</li>
</ul>
<h3>Behandling</h3>
<ul>
    <li>Artroskopisk synovektomi og fjernelse af intra-artikul&aelig;re flager</li>
</ul>
<h3>Henvisning</h3>
<ul>
    <li>Ved nedsat bev&aelig;gelighed af led: R&oslash;ntgenunders&oslash;gelse</li>
    <li>Ved kendt diagnose og symptomer: Ortop&aelig;dkirurgisk afdeling</li>
</ul>]]></HtmlField>
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]]></Media>
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