mb-calv-legg-perthes (LH Indholdsside)

<Provider Id="sundheddkcms">
  <Item Id="{E666CD5F-2753-479C-A957-375F16C73E2D}" Name="mb-calv-legg-perthes" Type="LHContentPage" ParentProviderId="sundheddkcms" ParentItemId="{62C9147E-134A-49F4-948A-CC1D3EA19D32}" SortOrder="1200" PublishDate="2009-02-05T10:16:00" DeleteDate="2999-12-31T00:00:00" PotItemType="">
    <Content>
      <HtmlField Name="PageContent"><![CDATA[<h2>Diagnose</h2>
<ul>
    <li>Mb Calv&eacute;-Legg-Perthes er en atraumatisk opst&aring;et avaskul&aelig;r nekrose i hoftehovedets epifyse. Her beskrives den vigtige periode fra sygdomsstart til heling af hoftehovedet</li>
</ul>
<h3>Diagnostiske kriterier</h3>
<ul>
    <li>Hoftesmerter (ofte belastningsrelaterede) hos et barn, oftest fra 4 &aring;r til adolescens</li>
    <li>R&oslash;ntgenunders&oslash;gelse med b&aelig;kkenoptagelse og Lauenstein projektion er diagnostisk og kan vise f&oslash;rst en subluksation af caput, og senere en fragmentering af caput, affladning af caput femoris eller inkongruens af ledfladen</li>
    <li>R&oslash;ntgenunders&oslash;gelsen kan tidlig i forl&oslash;bet v&aelig;re negativ i op til 3 til 6 m&aring;neder, og s&aring;ledes kan Perthe's sygdom ikke udelukkes radiologisk tidligt i forl&oslash;bet. Knogleskintigrafi og MRI kan her ofte give tidligere diagnosticering</li>
</ul>
<h3>Sygehistorie</h3>
<ul>
    <li>Patienten er som regel et barn mellem 4 og 10 &aring;r med hoftesmerter</li>
    <li>Tilstanden starter ofte vagt med kortvarige episoder med halten og f&aring; eller ingen smerter. Episoderne opst&aring;r s&aelig;rligt efter belastning og fysisk anstrengelse og er en gene, som tiltager med tiden. Der kan ses episoder med ser&oslash;s coxit som led i sygdommen</li>
    <li>Ved fulminante symptomer er der tydelig halten og klager over smerter i kn&aelig;et, lysken eller forsiden/ydersiden af l&aring;ret. Smerten kan blive vedvarende og hoften stivere</li>
    <li>Generne kan have varet i flere uger eller l&aelig;ngere f&oslash;r diagnosticering, hvilket kan have betydning for behandling og prognose.</li>
    <li>Barnet kan beskrive sine smerter, som stammende fra kn&aelig;et ('referred pain')</li>
</ul>
<h3>Kliniske fund</h3>
<ul>
    <li>&Oslash;mhed i hofteled, is&aelig;r ved indadrotation.</li>
    <li>Haltende gang, som skyldes en smertefuld hofte. Der ses, at benets svingfase (fremoverf&oslash;ring) er forl&aelig;nget, og standfasen er forkortet p&aring; grund af smerte og stivhed i hofteleddet</li>
    <li>Generelt nedsat bev&aelig;gelighed i hofteleddet, is&aelig;r i abduktion og indadrotation</li>
    <li>Trendelburg gang i de senere faser af sygdommen og efter heling</li>
</ul>
<h3>Supplerende unders&oslash;gelser i almen praksis</h3>
<ul>
    <li>Leukocytter, SR, CRP for at udelukke infekti&oslash;s artrit</li>
</ul>
<h3>Andre unders&oslash;gelser hos specialist</h3>
<p><img src="59A7B2783CE449558786C24B82581B91-200-142" style="height:142px; width:200px;" alt="Calvé-Legg-Perthes sygdom 1" height="142" width="200"><img src="3792A5C16E2C4EFFB8A15905E0986F06-200-163" style="height:163px; width:200px;" alt="Calvé-Legg-Perthes sygdom 2" height="163" width="200"></p>
<ul>
    <li>R&oslash;ntgen
    <ul>
        <li>R&oslash;ntgenbilleder foretages anteroposteriort og i "fr&oslash;stilling" (udadroteret/abduceret)</li>
        <li>Disse viser epifysen af hoftehovedet i de forskellige r&oslash;ntgenologiske stadier is&aelig;r i de sene faser af sygdommen</li>
        <li>De f&oslash;rste diskrete forandringer indtr&aelig;der efter 6-12 uger. Her vil r&oslash;ntgenbillederne ofte vurderes normale, men der b&oslash;r unders&oslash;ges for&nbsp;en let bredde&oslash;get ledspalte med baggrund i hypertrofi af ledbrusken</li>
        <li>Initialt ses et normalt ledhoved, hvorefter ledhovedet kondensereres. I dette kondensationsstadie ses et (delvist) sklerotisk caput</li>
        <li>I fragmenteringsstadiet sker en delvis l&oslash;sning/fragmentering af epifysen</li>
        <li>I reossifikationsstadiet genopbygges caput. Der ser potentielt deformering i det sene fragmenteringsstadie og tidlige reossifikationsstadie</li>
        <li>I helingsstadiet er caput udviklet, og dette er slutstadiet i sygdommen i barndommen. Dette bliver udgangspunktet for den senere udvikling af slidgigt i hoften, som potentielt kan ske tidligt</li>
        <li>Der kan ogs&aring; udvikle sig en varusdeformitet i l&aring;rhalsen som et resultat af skade p&aring; femurhovedets v&aelig;kstcenter og overv&aelig;kst af trochanter major apofysen</li>
    </ul>
    </li>
    <li>Ultralyd
    <ul>
        <li>Kan vise &oslash;get v&aelig;ske i leddet ved ser&oslash;s coxit (som beskrevet).&nbsp;Dette kan ikke anvendes i diagnostisk &oslash;jem&aring;l</li>
    </ul>
    </li>
    <li><a href="~/link.aspx?_id=50783DE0BC294DFB968E23B8EC328D5F&amp;_z=z">Skintigrafi</a>
    <ul>
        <li>Viser patologiske forandringer tidlig i forl&oslash;bet med nedsat blodtilf&oslash;rsel til femurhovedet</li>
        <li>Sent i forl&oslash;bet viser skintigrafi &oslash;get opladning som f&oslash;lge af revaskularisering og hyper&aelig;mi</li>
    </ul>
    </li>
    <li>CT
    <ul>
        <li>Kan v&aelig;re en mere sensitiv unders&oslash;gelse end ordin&aelig;r r&oslash;ntgen, men medf&oslash;rer h&oslash;jere r&oslash;ntgenstr&aring;ledosis. Dette anvendes sj&aelig;ldent i diagnostisk &oslash;jem&aring;l</li>
    </ul>
    </li>
    <li>MR (perfusions)
    <ul>
        <li>Kan afsl&oslash;re tidlige &aelig;ndringer i knoglemarven, som giver mistanke om diagnosen</li>
        <li>Giver nyttige oplysninger om position, form og st&oslash;rrelse af sygdommen med avaskul&aelig;r nekrose i hoftehovedet og p&aring;virkning af det omgivende bl&oslash;ddele</li>
    </ul>
    </li>
</ul>
<h3>Differentialdiagnoser</h3>
<ul>
    <li><a href="~/link.aspx?_id=0158B7D455C842B884BF06183E6CE455&amp;_z=z">Ser&oslash;s coxit</a></li>
    <li><a href="~/link.aspx?_id=FCD8578CC1E349DB9FEF784011BC759A&amp;_z=z">Dysplasia coxae</a></li>
    <li><a href="~/link.aspx?_id=4229C2A984A84E1B8CD5EF2234A87941&amp;_z=z">Juvenil reumatoid artrit</a></li>
    <li><a href="~/link.aspx?_id=540857B1EC2543868083708EB88B94BF&amp;_z=z">Infekti&oslash;s artrit</a></li>
    <li><a href="~/link.aspx?_id=FA20E8F143554B13A526A5BFE9F103C3&amp;_z=z">Epifysiolysis capitis femoris</a></li>
    <li><a href="~/link.aspx?_id=B3A398199D0146ED8B5184C8BC3A21F9&amp;_z=z">Osteomyelit</a></li>
    <li>Maligne sygdomme i hofte og de omkringliggende regioner</li>
</ul>
<h2>Behandling</h2>
<h3>Behandlingsm&aring;l</h3>
<ul>
    <li>Initielt symptomlindring ved aflastning og smertestillende og antiinflammatorisk medicin&nbsp;</li>
    <li>Dette opn&aring;s ved behandlingsprincippet containment, dvs. at man bestr&aelig;ber sig p&aring; at holde og forme det bl&oslash;de hoftehoved i den runde sk&aring;l af acetabulum</li>
    <li> Dette kan udf&oslash;res ved at v&aelig;gtaflaste og bibeholde eller bedre bev&aelig;geligheden i hofteleddet ved tr&aelig;ning for at bibeholde indadrotation og adduktion. Der kan ogs&aring; bruges forskellige abduktions ortoser, som skal bruges konsistent for effekt</li>
    <li>P&aring; sigt &oslash;nskes mindst mulig inkongruens af ledfladerne og et sf&aelig;risk ledhoved for at hindre udvikling af sekund&aelig;r artrose</li>
</ul>
<h3>Generelt om behandlingen</h3>
<ul>
    <li>Behandling af Calv&eacute;-Legg-Perthes sygdom er ikke grundigt videnskabeligt unders&oslash;gt, fordi der ikke findes store kontrollerede studier</li>
    <li>Konsekvenserne af sygdommen er i f&oslash;rste omgang smerter, &aelig;ndret og mindsket bev&aelig;gelighed i adduktion og indadrotation, og p&aring; sigt kan man f&aring; afklemningssymptomer (impingment) efter nogle &aring;r og efter flere &aring;rtier tidlig slidgigt</li>
    <li>Behandlingen er i de initiale faser 'containment'. Det betyder, at det pga. sygdommen bl&oslash;de hoftehoved f&oslash;r og i genopbygningsfasen holdes inde i den runde acetabularsk&aring;l, og former sig rund og efter formen af acetabularhulen. Strategien er ofte, at man fors&oslash;ger med konservativ behandling med aflastning og forebyggelse af bev&aelig;geindskr&aelig;nkning for at undg&aring; uhensigtsm&aelig;ssig knoglekonfiguration i hoftehovedet. Der udf&oslash;res l&oslash;bende klinisk og radiologisk opf&oslash;lgning for dette, og hvis den &oslash;nskede udvikling i hoftehovedet ikke opn&aring;s, s&aring; b&oslash;r dette behandles kirurgisk</li>
    <li>Klinisk og radiologisk opf&oslash;lgning<br>
    <ul>
        <li>Mange patienter beh&oslash;ver ikke kirurgisk behandling, men f&aring;r et godt forl&oslash;b ved aflastning og bev&aelig;getr&aelig;ning, is&aelig;r hvis de er under 4-8 &aring;r</li>
        <li>Patienterne f&oslash;lges t&aelig;t og radiologisk for at kunne inds&aelig;tte kirurgisk intervention i tide</li>
        <li>Hjemmetr&aelig;ning ved for&aelig;ldre for at bibeholde god bev&aelig;gelighed. Dette b&oslash;r vejledes og superviseres af en fysioterapeut</li>
    </ul>
    </li>
    <li>Aflastning af leddet
    <ul>
        <li>Var tidligere standardbehandlingen, men forskning har vist, at effekten af aflastning alene ikke hindrer deformation af caput</li>
        <li>Evt. kort sengeleje i akutfasen, derefter relativ aflastning med krykker</li>
        <li>I b&oslash;rnehave eller skole-fritidsordning kan en st&oslash;tteperson, som kan lave ikke-belastende aktiviteter med barnet ved leg i frikvarter og lignende v&aelig;re hensigtsm&aelig;ssigt.&nbsp;</li>
    </ul>
    </li>
    <li>Skinner eller osteotomi?
    <ul>
        <li>Skinner bruges sj&aelig;ldent i dag, men kort skinne eller gipsbehandling kan udf&oslash;res for at bibeholde eller bedre bev&aelig;gelighed ved kirurgisk intervention</li>
        <li>Kan v&aelig;re aktuelt for at beskytte leddet, men data p&aring; disse interventioner er begr&aelig;nsede<a href="EditorPage.aspx?da=core&amp;id=%7BE666CD5F-2753-479C-A957-375F16C73E2D%7D&amp;ed=FIELD5642194878&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=H5642194957&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="Weinstein SL, Bristol-Myers Squibb/Zimmer award for distinguished achievement in orthopaedic research. Long-term follow-up of pediatric orthopaedic conditions. Natural history and outcomes of treatment. J Bone Joint Surg Am 2000;82: 980-90" data-value-piped="Weinstein SL|Bristol-Myers Squibb/Zimmer award for distinguished achievement in orthopaedic research. Long-term follow-up of pediatric orthopaedic conditions. Natural history and outcomes of treatment|J Bone Joint Surg Am|2000|82|980-90" data-url="reference-link" title="Weinstein SL, Bristol-Myers Squibb/Zimmer award for distinguished achievement in orthopaedic research. Long-term follow-up of pediatric orthopaedic conditions. Natural history and outcomes of treatment. J Bone Joint Surg Am 2000;82: 980-90">1</a></li>
        <li>Centrering af caput femoris i acetabulum ("containment") foretages med en kirurgisk variserende og deroterende femur-osteotomi, hvor caput f&oslash;res ind i hulen. Dette kan suppleres med kirurgisk behandling p&aring; acetabulum og trokanter major for optimal effekt</li>
        <li>Kirurgi b&oslash;r initieres, n&aring;r konservativ behandling ikke lykkes med det form&aring;l at f&aring; optimal sf&aelig;ritet og konguritet af hofteleddet</li>
    </ul>
    </li>
</ul>
<h3>H&aring;ndtering i almen praksis</h3>
<ul>
    <li>Ved mistanke og hvor der ikke er anden oplagt &aring;rsag til hoftesmerter, s&aring; b&oslash;r henvises subakut til specialafdeling med b&oslash;rneortop&aelig;di. Behandlingen er en h&oslash;jt specialiseret funktion. Typiske symptomer er hoftesmerter hos barnet mellem 4 og 10 &aring;r uden anden oplagt &aring;rsag til hoftesmerter</li>
</ul>
<h3>R&aring;d til patienten</h3>
<ul>
    <li>F&oslash;r diagnosticering b&oslash;r for&aelig;ldre s&oslash;ge l&aelig;ge ved hoftesmerter</li>
    <li>Efter diagnosticering b&oslash;r barnet aflaste, dvs. aflede barnet fra (ben-)&nbsp;belastede aktiviteter ved leg og sport</li>
    <li>Udf&oslash;re str&aelig;k&oslash;velser for at bibeholde udadf&oslash;ring af hoften og rotationen af hoften</li>
</ul>
<h3>Hjemmebehandling</h3>
<ul>
    <li>Korrekt belastning er vigtig, men kan v&aelig;re vanskeligt i en families daglige liv</li>
    <li>Dette indeb&aelig;rer passende aflastning i dagligdagen for at undg&aring; smerter</li>
    <li>Ved korrekt belastning b&oslash;r barnet kunne indtage en stilling, hvor femur kan abduceres og indadroteres, s&aring; femurhovedet holdes inde i acetabulum. Derfor er hjemmetr&aelig;ning vigtig for at bibeholde hoftens bev&aelig;gelighed</li>
</ul>
<h3>Medicinsk behandling</h3>
<ul>
    <li>Smertestillende kan v&aelig;re p&aring;kr&aelig;vet, f.eks.&nbsp;[DliActiveSubstance;6381;paracetamol]&nbsp;eller&nbsp;<a href="http://pro.medicin.dk/Laegemiddelgrupper/grupper/213010">NSAID</a></li>
</ul>
<h3>Kirurgi</h3>
<ul>
    <li>
    <p>Centrering af caput femoris i acetabulum ("containment") foretages oftest med en kirurgisk variserende og deroterende femur-osteotomi, hvor caput f&oslash;res ind i ledsk&aring;len. Dette kan suppleres med kirurgisk behandling p&aring; acetabulum og trokanter major's v&aelig;kstzone for optimal effekt</p>
    </li>
</ul>
<h3>Forebyggende behandling</h3>
<ul>
    <li>For at modvirke udvikling af senere artrose, b&oslash;r patienten sk&aring;nes for un&oslash;dig st&oslash;rre belastninger fra sygdomsstart til heling af hoftehovedet</li>
</ul>
<h2>Henvisning</h2>
<ul>
    <li>Ved enhver begrundet mistanke om tilstanden og hvor der ikke er anden oplagt &aring;rsag til hoftesmerter, selv om r&oslash;ntgenbilledet i tidlige fase er negativt, skal der henvises til specialiseret afdeling i b&oslash;rneortop&aelig;di</li>
</ul>
<h2>Opf&oslash;lgning</h2>
<h3>Plan</h3>
<ul>
    <li>Behandling i den aktive fase er oftest konservativt i starten, hvor der udf&oslash;res l&oslash;bende klinisk og radiologisk opf&oslash;lgning. Hvis den &oslash;nskede udvikling i hoftehovedet ved 'containment' i hofteleddet ikke opn&aring;es, s&aring; behandles kirurgisk. Behandling foreg&aring;r p&aring; sygehus med b&oslash;rneortop&aelig;di funktion</li>
</ul>
<h2>Sygdomsforl&oslash;b, komplikationer og prognose</h2>
<h3>Sygdomsforl&oslash;b</h3>
<ul>
    <li>Nekrose og rekonstruktion af caput femoris forl&oslash;ber over en periode p&aring; 24-36 m&aring;neder<a href="EditorPage.aspx?da=core&amp;id=%7BE666CD5F-2753-479C-A957-375F16C73E2D%7D&amp;ed=FIELD5642194878&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=H5642194957&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="Chaudhry S, Phillips D, Feldman D, Legg-Calvé-Perthes disease: an overview with recent literature.. Bull Hosp Jt Dis (2013) 2014;72: 18-27" data-value-piped="Chaudhry S, Phillips D, Feldman D|Legg-Calvé-Perthes disease: an overview with recent literature.|Bull Hosp Jt Dis (2013)|2014|72|18-27|25150324" data-url="reference-link" data-pubmedid="25150324" title="Chaudhry S, Phillips D, Feldman D, Legg-Calvé-Perthes disease: an overview with recent literature.. Bull Hosp Jt Dis (2013) 2014;72: 18-27">2</a></li>
    <li>Tilstanden kan give &oslash;get tr&aelig;thed, smerter og bev&aelig;geindskr&aelig;nkning, is&aelig;r i den f&oslash;rste aktive del af sygdommen</li>
    <li>Tilstanden&nbsp;forl&oslash;ber med sm&aring; eller ingen varige m&eacute;n p&aring; femurhovedet for de helt unge b&oslash;rn (&lt;6-8 &aring;r). For det &aelig;ldre barn kan det medf&oslash;re inkongruitet og manglende sf&aelig;ritet, som giver tidligt slidgigt. <a href="EditorPage.aspx?da=core&amp;id=%7BE666CD5F-2753-479C-A957-375F16C73E2D%7D&amp;ed=FIELD5642194878&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=H5642194957&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="Herring JA, The treatment of Legg-Calvé-Perthes disease. A critical review of the literature.. J Bone Joint Surg Am 1994;76: 448-58" data-value-piped="Herring JA|The treatment of Legg-Calvé-Perthes disease. A critical review of the literature.|J Bone Joint Surg Am|1994|76|448-58|8126052" data-url="reference-link" data-pubmedid="8126052" title="Herring JA, The treatment of Legg-Calvé-Perthes disease. A critical review of the literature.. J Bone Joint Surg Am 1994;76: 448-58">3</a><sup>,</sup><a href="EditorPage.aspx?da=core&amp;id=%7BE666CD5F-2753-479C-A957-375F16C73E2D%7D&amp;ed=FIELD5642194878&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=H5642194957&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="Ismail A, Macnicol M, Perthes' disease: a comparison of radiological predictors. J Bone Joint Surg Br 1998;80: 310-4" data-value-piped="Ismail A, Macnicol M|Perthes' disease: a comparison of radiological predictors|J Bone Joint Surg Br|1998|80|310-4" data-url="reference-link" title="Ismail A, Macnicol M, Perthes' disease: a comparison of radiological predictors. J Bone Joint Surg Br 1998;80: 310-4">4</a>&nbsp;Dette opst&aring;r dog f&oslash;rst senere og let til moderat deformerede hofter giver f&oslash;rst slidgigts symptomer i midalderen, hvis hoftehovedet ikke er rundt (sf&aelig;risk) og/eller har form som hoftesk&aring;len (kongruens)<a href="EditorPage.aspx?da=core&amp;id=%7BE666CD5F-2753-479C-A957-375F16C73E2D%7D&amp;ed=FIELD5642194878&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=H5642194957&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="McAndrew MP, Weinstein SL, A long-term follow-up of Legg-Calvé-Perthes disease.. J Bone Joint Surg Am 1984;66: 860-9" data-value-piped="McAndrew MP, Weinstein SL| A long-term follow-up of Legg-Calvé-Perthes disease.|J Bone Joint Surg Am|1984|66|860-9" data-url="reference-link" title="McAndrew MP, Weinstein SL, A long-term follow-up of Legg-Calvé-Perthes disease.. J Bone Joint Surg Am 1984;66: 860-9">5</a></li>
</ul>
<h3>Komplikationer</h3>
<ul>
    <li>Sekund&aelig;r tidlig artrose</li>
    <li>Impingement i hofteleddet</li>
    <li>Intraartikul&aelig;re l&oslash;se legemer som ledmus</li>
</ul>
<h3>Prognose</h3>
<ul>
    <li>Korttidsprognosen er god for de fleste b&oslash;rn</li>
    <li>Det funktionelle resultat afh&aelig;nger af graden af deformitet af femurhovedet og kongurens i hofteleddet</li>
    <li>Pr&aelig;diktorer
    <ul>
        <li>Prognosen er bedre ved tidlig debut (f&oslash;r 6-&aring;rsalder)</li>
        <li>Er desuden god ved grad A (mindre del af caput er afficeret)</li>
        <li>Piger har en d&aring;rligere prognose end drenge</li>
        <li>Pr&aelig;diktorer for d&aring;rlig prognose er h&oslash;j alder, udbredt involvering af epifyseskiverne, nedsat bev&aelig;gelighed i hofteleddet og for tidlig lukning af v&aelig;kstskiven<a href="EditorPage.aspx?da=core&amp;id=%7BE666CD5F-2753-479C-A957-375F16C73E2D%7D&amp;ed=FIELD5642194878&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=H5642194957&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="Noonan KJ, Price CT, Kupiszewski SJ, Pyevich M, Results of femoral varus osteotomy in children older than 9 years of age with Perthes disease. J Pediatr Orthop 2001;21: 198-204" data-value-piped="Noonan KJ, Price CT, Kupiszewski SJ, Pyevich M|Results of femoral varus osteotomy in children older than 9 years of age with Perthes disease|J Pediatr Orthop|2001|21|198-204" data-url="reference-link" title="Noonan KJ, Price CT, Kupiszewski SJ, Pyevich M, Results of femoral varus osteotomy in children older than 9 years of age with Perthes disease. J Pediatr Orthop 2001;21: 198-204">6</a></li>
    </ul>
    </li>
    <li>Langtidsprognosen
    <ul>
        <li>Tilstanden disponerer for sekund&aelig;r (tidlig) artrose</li>
        <li>Grad af ledinkongruens og involvering af epifysecentret, betyder meget for prognosen</li>
        <li>Der er betydelig variation i incidensen af rapporteret artrose i forskellige studier<a href="EditorPage.aspx?da=core&amp;id=%7BE666CD5F-2753-479C-A957-375F16C73E2D%7D&amp;ed=FIELD5642194878&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=H5642194957&amp;us=sitecore%5Canvi&amp;mo&amp;pe=0&amp;fbd=1" data-type="journal-reference" data-value="Herring JA, Kim HT, Browne R, Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome. J Bone Joint Surg Am 2004;86: 2121-3" data-value-piped="Herring JA, Kim HT, Browne R| Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome|J Bone Joint Surg Am|2004|86|2121-3" data-url="reference-link" title="Herring JA, Kim HT, Browne R, Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome. J Bone Joint Surg Am 2004;86: 2121-3">7</a></li>
    </ul>
    </li>
</ul>
<h2>Baggrundsoplysninger</h2>
<h3>Definition</h3>
<ul>
    <li>Aseptisk nekrose, osteonekrose af caput femoris-epifysen hos b&oslash;rn som f&oslash;lge af nedsat blodtilf&oslash;rsel til caputomr&aring;det (avaskul&aelig;r nekrose)<a href="https://emedicine.medscape.com/article/1248267-overview" data-type="other-reference" data-value="Harris GD. Legg-Calve-Perthes Disease. eMedicine, July 14, 2004; " data-url="https://emedicine.medscape.com/article/1248267-overview" title="Harris GD. Legg-Calve-Perthes Disease. eMedicine, July 14, 2004; ">8</a><sup>,</sup><a href="https://emedicine.medscape.com/article/410482-overview" data-type="other-reference" data-value="Khan AN, Seriki D. Legg-Calve-Perthes Disease. eMedicine, May 16, 2003" data-url="https://emedicine.medscape.com/article/410482-overview" title="Khan AN, Seriki D. Legg-Calve-Perthes Disease. eMedicine, May 16, 2003">9</a></li>
    <li>Det kliniske forl&oslash;b er h&oslash;jst variabelt<a href=" " data-type="journal-reference" data-value="Herring JA, Kim HT, Browne R,  Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome. J Bone Joint Surg Am 2004;86: 2121-3" data-value-piped="Herring JA, Kim HT, Browne R| Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome|J Bone Joint Surg Am|2004|86|2121-3" data-url="reference-link" title="Herring JA, Kim HT, Browne R,  Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome. J Bone Joint Surg Am 2004;86: 2121-3">10</a><sup>,</sup><a href=" " data-type="journal-reference" data-value="Mazloumi SM, Ebrahimzadeh MH, Kachooei AR, Evolution in diagnosis and treatment of Legg-Calve-Perthes disease. Arch Bone Jt Surg 2014;2: 86-92" data-value-piped="Mazloumi SM, Ebrahimzadeh MH, Kachooei AR|Evolution in diagnosis and treatment of Legg-Calve-Perthes disease|Arch Bone Jt Surg|2014|2|86-92" data-url="reference-link" title="Mazloumi SM, Ebrahimzadeh MH, Kachooei AR, Evolution in diagnosis and treatment of Legg-Calve-Perthes disease. Arch Bone Jt Surg 2014;2: 86-92">11</a><sup>,</sup><a href=" " data-type="journal-reference" data-value="Chaudhry S, Phillips D, Feldman D, Legg-Calvé-Perthes disease: an overview with recent literature.. Bull Hosp Jt Dis (2013) 2014;72: 18-27" data-value-piped="Chaudhry S, Phillips D, Feldman D|Legg-Calvé-Perthes disease: an overview with recent literature.|Bull Hosp Jt Dis (2013)|2014|72|18-27|25150324" data-url="reference-link" data-pubmedid="25150324" title="Chaudhry S, Phillips D, Feldman D, Legg-Calvé-Perthes disease: an overview with recent literature.. Bull Hosp Jt Dis (2013) 2014;72: 18-27">2</a><sup>,</sup><a href=" " data-type="journal-reference" data-value="Shah H, Perthes disease: evaluation and management. Orthop Clin North Am 2014;45: 87-97" data-value-piped="Shah H|Perthes disease: evaluation and management|Orthop Clin North Am|2014|45|87-97" data-url="reference-link" title="Shah H, Perthes disease: evaluation and management. Orthop Clin North Am 2014;45: 87-97">12</a></li>
    <li>Tilstanden starter med vage symptomer, ofte uden kendt &aring;rsag, men kan opst&aring; efter en skade mod hoften. I de fleste tilf&aelig;lde er det en ensidig tilstand </li>
    <li>Deles ind i grad A, B og C ad modem Herring afh&aelig;ngig af, hvor stor grad af 'yderste s&oslash;jle' af caput, der er afficeret. Grad A er mindste forandring. Flere klassifikationssystemer findes (Catterall, Salter-Thomson, Herring og Stulberg for slutstadiet)<a href="https://emedicine.medscape.com/article/410482-overview" data-type="other-reference" data-value="Khan AN, Seriki D. Legg-Calve-Perthes Disease. eMedicine, May 16, 2003" data-url="https://emedicine.medscape.com/article/410482-overview" title="Khan AN, Seriki D. Legg-Calve-Perthes Disease. eMedicine, May 16, 2003">9</a><sup>,</sup><a href=" " data-type="journal-reference" data-value="Mazloumi SM, Ebrahimzadeh MH, Kachooei AR, Evolution in diagnosis and treatment of Legg-Calve-Perthes disease. Arch Bone Jt Surg 2014;2: 86-92" data-value-piped="Mazloumi SM, Ebrahimzadeh MH, Kachooei AR|Evolution in diagnosis and treatment of Legg-Calve-Perthes disease|Arch Bone Jt Surg|2014|2|86-92" data-url="reference-link" title="Mazloumi SM, Ebrahimzadeh MH, Kachooei AR, Evolution in diagnosis and treatment of Legg-Calve-Perthes disease. Arch Bone Jt Surg 2014;2: 86-92">11</a></li>
    <li>Tilstanden blev beskrevet i 1910 af Legg, Calv&eacute; og Perthes uafh&aelig;ngigt af hinanden, men f&oslash;rst af svenske Waldenstrom i 1909</li>
</ul>
<h3>Forekomst</h3>
<ul>
    <li>Tilstanden er sj&aelig;lden og angives at forekomme hos ca. 1 per 1.200 b&oslash;rn per &aring;r<a href=" " data-type="journal-reference" data-value="Herring JA, Kim HT, Browne R,  Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome. J Bone Joint Surg Am 2004;86: 2121-3" data-value-piped="Herring JA, Kim HT, Browne R| Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome|J Bone Joint Surg Am|2004|86|2121-3" data-url="reference-link" title="Herring JA, Kim HT, Browne R,  Legg-Calve-Perthes disease. Part II: Prospective multicenter study of the effect of treatment on outcome. J Bone Joint Surg Am 2004;86: 2121-3">10</a> </li>
    <li>75-80 % af patienterne er drenge, og pr&aelig;dilektionssalder er 3-12 &aring;r, flest tilf&aelig;lde er i alderen 4-8 &aring;r </li>
    <li>Tilstanden er bilateral i 10-15 % af tilf&aelig;ldene, og evt. bilaterale affektioner optr&aelig;der n&oslash;dvendigvis ikke samtidig</li>
    <li>Osteonekrose af femurhovedet forekommer ogs&aring; hos voksne.</li>
</ul>
<h3>&AElig;tiologi og patogenese</h3>
<ul>
    <li>Ukendt, men patogenesen er midlertidig nedsat blodtilf&oslash;rsel til femurhovedet. Andre medvirkende faktorer kan v&aelig;re sekund&aelig;r rygning, steroidbrug hos pr&aelig;mature, socio&oslash;konomisk status, traume, og muligvis koagulopatier, kromosonmutationer og medf&oslash;dt retrovertering af acetabulum</li>
    <li>B&oslash;rn med denne tilstand har ofte forsinket knoglev&aelig;kst, uproportional v&aelig;kst og tendens til lavere l&aelig;ngdev&aelig;kst<a href=" " data-type="journal-reference" data-value="Wenger DR, Ward WT, Herring JA, Legg-Calve-Perthes disease. J Bone Joint Surg Am 1991;73: 778-88" data-value-piped="Wenger DR, Ward WT, Herring JA|Legg-Calve-Perthes disease|J Bone Joint Surg Am|1991|73|778-88" data-url="reference-link" title="Wenger DR, Ward WT, Herring JA, Legg-Calve-Perthes disease. J Bone Joint Surg Am 1991;73: 778-88">13</a><sup>,</sup><a href=" " data-type="journal-reference" data-value="Wang NH, Lee FT, Chin LS, Lo WH, Legg-Calve-Perthes disease: clinical analysis of 57 cases. J Formos Med Assoc 1990;89: 764-71" data-value-piped="Wang NH, Lee FT, Chin LS, Lo WH|Legg-Calve-Perthes disease: clinical analysis of 57 cases|J Formos Med Assoc|1990|89|764-71" data-url="reference-link" title="Wang NH, Lee FT, Chin LS, Lo WH, Legg-Calve-Perthes disease: clinical analysis of 57 cases. J Formos Med Assoc 1990;89: 764-71">14</a> </li>
    <li>En vis grad af arvelighed foreligger. Det antages, at ca. 10 % af tilf&aelig;ldene er famili&aelig;re</li>
</ul>
<h4>Anatomi</h4>
<ul>
    <li>Femurhovedet er sf&aelig;risk og d&aelig;kket med ledbrusk</li>
    <li>Fovea er en oval indsynkning, som befinder sig lidt uden for centrum, og som tjener som f&aelig;ste for ligamentum teres (det runde ligament) </li>
    <li>Femurhovedet forsynes af en vaskul&aelig;r ring ved basis af l&aring;rhalsen fra grene af de laterale og mediale circumflexe arterier. &Oslash;vre og nedre gluteal-arterier bidrager i mindre grad</li>
    <li>Forreste del af den vaskul&aelig;re ring befinder sig i ledkapslen</li>
    <li>Hoftehovedet forsynes af de laterale epifyse-arterier fra l&aring;rhalsen</li>
</ul>
<h4>Patofysiologi</h4>
<ul>
    <li>Den prim&aelig;re patologi er osteonekrose, som medf&oslash;rer affladning og sammenfald af femurhovedet&nbsp;</li>
    <li>Nedsat og utilstr&aelig;kkelig&nbsp;blodforsyning til st&oslash;rre eller mindre del af epifyseskiven af&nbsp;caput&nbsp;er formenligt den underliggende &aring;rsag, som medf&oslash;rer nekrose, resorption af nekrotisk knoglev&aelig;v og formation af nyt knoglev&aelig;v. Opheling indtr&aelig;der, n&aring;r det nekrotiske femurhoved re-vaskulariseres </li>
    <li>Hvor god restitutionen er, afh&aelig;nger af barnets alder, kongruens i leddet og genopbygning af et sf&aelig;risk/rundt caput samt andre mekaniske og fysiologiske faktorer </li>
    <li>Forl&oslash;bet af reparationsprocessen med re-vaskularisering og genopbygning af femurhovedet varierer
    <ul>
        <li>Den endelige geometriske form af femurhovedet afh&aelig;nger af flere faktorer som grad af nekrose, lokalisationen af nekrosen og st&oslash;rrelsen af de kr&aelig;fter, som virker p&aring; femurhovedet</li>
        <li>Hos nogle vil femurhovedet blive normalt igen, hos andre bliver resultatet et affladet, bredde&oslash;get og forkortet femurhoved. S&aring;danne forandringer disponerer til artrose og intraartikul&aelig;re l&oslash;se legemer som ledmus</li>
    </ul>
    </li>
</ul>
<h3>Disponerende faktorer</h3>
<ul>
    <li>Traume </li>
    <li>Infektion</li>
    <li>Rygning hos for&aelig;ldre</li>
    <li>Lav f&oslash;dselsv&aelig;gt </li>
    <li>Lav socio&oslash;konomisk status</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 af skriftlig patientinformation</h3>
<ul>
    <li><a href="~/link.aspx?_id=92D9C254403448C28B19C718F1144F37&amp;_z=z">Calv&egrave;-Legg-Perthes sygdom</a></li>
</ul>
<img src="6224704C6E1345B7B2BF667A85A4D3E8-326-429" style="height:429px; width:326px;" alt="Calvé-Legg-Perthes sygdom 3" height="429" width="326">&nbsp;
<h2>Link til vejledninger</h2>
<ul>
    <li>Forl&oslash;bsbeskrivelser og regionale pakkeforl&oslash;b [ICPC]</li>
</ul>
<h2>Illustrationer</h2>
<h3>Plancher eller tegninger</h3>
<ul>
    <li><a href="~/link.aspx?_id=0FE1CB93DC2940C5BED7CBEB1E6BCB9D&amp;_z=z">Hofte/l&aring;r, tegning</a> </li>
    <li><a href="~/link.aspx?_id=D151452AD9C44077B47216B963126570&amp;_z=z">Normal hofte i detaljer, tegning</a></li>
</ul>]]></HtmlField>
      <HtmlField Name="PageReferences"><![CDATA[<div><br />
</div>]]></HtmlField>
      <HtmlField Name="Resume"><![CDATA[<h2>Resum&eacute;</h2>
<h3>Diagnose</h3>
<ul>
    <li>Mb Calv&eacute;-Legg-Perthes er en atraumatisk opst&aring;et avaskul&aelig;r nekrose i hoftehovedets epifyse</li>
    <li>Typisk ses hoftesmerter hos et barn mellem 4 og 10 &aring;r uden anden oplagt &aring;rsag til hoftesmerter</li>
</ul>
<h3>Behandling</h3>
<ul>
    <li>Behandling er oftest konservativt i starten. Barnet skal aflaste, og der skal udf&oslash;res hjemmetr&aelig;ning og fysioterapi for at bibeholde bev&aelig;gelighed i hoften. M&aring;let er s&aring;kaldt 'containment', dvs. hoftehovedet centreres i acetabularsk&aring;len</li>
    <li>Barnet f&oslash;lges l&oslash;bende klinisk og radiologisk, og hvis den &oslash;nskede udvikling i hoftehovedet og 'containment' i hofteleddet ikke opn&aring;s, s&aring; behandles kirurgisk</li>
</ul>
<h3>Henvisning</h3>
<ul>
    <li>
    Ved mistanke og hvor der ikke er anden oplagt &aring;rsag til hoftesmerter, s&aring; b&oslash;r henvises subakut til specialafdeling med b&oslash;rneortop&aelig;di
    </li>
</ul>]]></HtmlField>
      <LinkListField Name="Spot2">
        <LinkField linktype="internal">{99A85AFD-2F7A-4B5D-A1C9-C2701D5E7D30}</LinkField>
      </LinkListField>
      <TextField Name="DoctorsHandbookID">2914</TextField>
      <TextField Name="PageTitle">Mb Calvé-Legg-Perthes</TextField>
      <TextField Name="NavigationTitle">Mb Calvé-Legg-Perthes</TextField>
      <CheckBoxField Name="ShowInMenu">true</CheckBoxField>
      <CheckBoxField Name="ShowInContentField">true</CheckBoxField>
      <DateTimeField Name="RevisedDate">2023-09-19T15:15:00</DateTimeField>
      <LinkListField Name="Authors">
        <LinkField linktype="internal">{FD6D139F-1E5D-4A0A-B178-5777BD06EE2A}</LinkField>
        <LinkField linktype="internal">{ED7CEC94-3F7A-4FB5-BBB0-A3681BCFC481}</LinkField>
      </LinkListField>
      <LinkListField Name="Organization">
        <LinkField linktype="internal">{CF77E8B9-9937-42B2-85DF-76B0F4E401F0}</LinkField>
      </LinkListField>
      <TextField Name="ICD10">M91, M91.1</TextField>
      <TextField Name="ICPC2">L94</TextField>
      <LinkListField Name="SearchAreaID">
        <LinkField linktype="internal">2</LinkField>
      </LinkListField>
      <TextField Name="Description">Mb Calvé-Legg-Perthes er en atraumatisk opstået avaskulær nekrose i hoftehovedets epifyse.</TextField>
      <LinkListField Name="LHPHEditor">
        <LinkField linktype="internal">{C70DFB71-BE40-455A-BD6B-5AFF199797D9}</LinkField>
      </LinkListField>
      <TextField Name="__Updated by">sitecore\rith</TextField>
      <TextField Name="MetaKeywords">aseptisk nekrose, calvé-legg-perthes, calvé, coxa plana, hoftesygdom, Mb Calvé-Legg-Perthes, osteonekrose, perthes</TextField>
      <LinkListField Name="InformationCategory">
        <LinkField linktype="internal">IC_13</LinkField>
      </LinkListField>
      <LinkListField Name="InformationType">
        <LinkField linktype="internal">7</LinkField>
      </LinkListField>
      <LinkListField Name="SearchTargetGroup">
        <LinkField linktype="internal">2</LinkField>
      </LinkListField>
    </Content>
    <Medias>
      <Media Id="59A7B2783CE449558786C24B82581B91-200-142" Name="hofter-calve legg perthes sygdom 1-roentgen" MimeType="image/jpeg" Extension="jpg" Width="200" Height="142"><![CDATA[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]]></Media>
      <Media Id="3792A5C16E2C4EFFB8A15905E0986F06-200-163" Name="hofter- calve legg perthes sygdom 2-roentgen" MimeType="image/jpeg" Extension="jpg" Width="200" Height="163"><![CDATA[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]]></Media>
      <Media Id="6224704C6E1345B7B2BF667A85A4D3E8-326-429" Name="hofter-calve legg perthes sygdom 3-roentgen" MimeType="image/jpeg" Extension="jpg" Width="326" Height="429"><![CDATA[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]]></Media>
    </Medias>
  </Item>
</Provider>

201.049 characters