Aldosteron
Inhalt
Aldosteron
Inhalt
Probennahme
Indikation
- Screening auf primären Hyperaldosteronismus bei allen Patienten mit arteriellem Hypertonus
- Therapieresistente Hypertonie bei Einsatz von mindestens drei Standardantihypertensiva
- Hypertonie in Kombination mit persistierender Hypokaliämie
- Hypertonie oder Schlaganfall bei Patienten unter 40 Jahren
- Arterielle Hypertonie in Kombination mit einem adrenalen Inzidentalom
- Positive Familienanamnese für primären Hyperaldosteronismus bei Verwandten ersten Grades
- Differenzialdiagnostik zwischen primärem und sekundärem Hyperaldosteronismus
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
- Material: EDTA-Plasma (tiefgefroren)
- Medikation: siehe Grenzen
- Abnahme: Morgens, ca. 2 Stunden nach dem Aufstehen, in sitzender Position nach 15-minütiger Ruhephase
- Stabilität: Renin 4h, Aldosteron 8h bei Raumtemperatur; Transport und Lagerung tiefgefroren (-20°C)
- Störfaktoren: Nicht kühlen! Kryoaktivierung von Prorenin zu Renin bei 0-6°C vermeiden
- Medikamentenabsetzung: Bei eindeutigen Befunden optional; Mineralokortikoid-Antagonisten 4 Wochen vorher absetzen
Interpretation
Allgemeines
Diese Kombination aus Aldosteron und aktivem Renin ermöglicht die gleichzeitige Beurteilung des gesamten Renin-Angiotensin-Aldosteron-Systems (RAAS) und dessen pathophysiologischer Dysregulation. Bei primärem Hyperaldosteronismus liegt eine autonome Aldosteronproduktion bei supprimiertem Renin vor, während beim sekundären Hyperaldosteronismus sowohl Aldosteron als auch Renin erhöht sind aufgrund einer pathologischen Aktivierung des RAAS. Die kombinierte Bestimmung ist der Goldstandard für das Screening des primären Hyperaldosteronismus, da der Aldosteron-Renin-Quotient (ARR) bereits pathologische Werte zeigt, wenn sich Aldosteron noch im oberen Referenzbereich und Renin im unteren Referenzbereich bewegt. Diese diagnostische Rationale macht die Kombination unverzichtbar für die Differenzialdiagnostik der sekundären Hypertonie.
Beurteilung
Typische Muster:
- Primärer Hyperaldosteronismus: Aldosteron erhöht/grenzwertig + Renin supprimiert → ARR >20
- Sekundärer Hyperaldosteronismus: Aldosteron erhöht + Renin erhöht → ARR normal
- ARR >20: Verdacht auf primären Hyperaldosteronismus, Bestätigungstest erforderlich
- Spontane Hypokaliämie + supprimiertes Renin + Aldosteron >20 ng/dl: Bestätigungstest entbehrlich
- Niedrige Renin- und Aldosteronwerte: Überproduktion anderer mineralokortikoider Steroide
Grenzen
- Cut-off-Werte sind methoden- und dimensionsabhängig
- Medikamente beeinflussen Renin und/oder Aldosteron und damit den ARR (falsch positive Werte bei β-Blocker (Renin-Suppression), falsch negative Werte bei Spironolakton, geringfügige Störung durch ACE-Hemmer und Ca-Antagonisten)
- Altersabhängigkeit: Bei ≥65 Jahren erhöhter ARR durch stärkeren Renin- als Aldosteronabfall
- Geschlechtsabhängigkeit: Bei ovulierenden Frauen höhere ARR-Werte bei direkter Reninmessung
Literatur
- Pilz S, Schmitt L, Kraus DA et al. Primärer Hyperaldosteronismus – Guideline der Endocrine Society 2025. J Endokrinol Diabetol Stoffw 2025
- Adler GK, Stowasser M, Correa RR et al. Primary Aldosteronism: An Endocrine Society Clinical Practice Guideline. J Clin Endocrinol Metab 2025;110(9):2453-2495
- Funder JW et al. The Management of Primary Aldosteronism: Case Detection, Diagnosis, and Treatment: An Endocrine Society Clinical Practice Guideline. J Clin Endocrinol Metab 2016;101:1889-1916
- Fiebeler A, Quinkler M. Hyperaldosteronismus und verstärkte Aktivität des Mineralokortikoidrezeptors. Nephrologe 2011;6:77-87
- Aldosterone/renin ratio (ARR) is the screening test of choice for PA. Endocrinología, Diabetes y Nutrición 2019
- Stand: 2026-02-25