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April 12, 2026AJP Advances in Physiology Education0 citationsOpen Access

Cyclical Aldosterone Secretion and Diagnostic Insights of Primary Hyperaldosteronism informed by a Mathematical Model

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MLMelvin Khee-Shing Leow

Key Result

A mathematical model of aldosterone homeostasis demonstrates sinusoidal aldosterone secretion, explaining why normal or low plasma aldosterone levels do not exclude primary hyperaldosteronism.

Key Points

  • This research aims to enhance the understanding and diagnosis of primary aldosteronism by exploring aldosterone secretion patterns.
  • Developed a mathematical model based on aldosterone homeostasis and plasma concentrations of renin, potassium, and ACTH.
  • Utilized a second-order linear ordinary differential equation to analyze cyclical aldosterone secretion.
  • Educated medical professionals on the implications of varied plasma hormone levels in diagnosing primary aldosteronism.
  • Demonstrated that aldosterone secretion can be sinusoidal, potentially leading to normal to low plasma aldosterone readings in some primary aldosteronism cases.
  • Provided evidence supporting cyclical secretion in both normal and pathological states, enhancing diagnostic accuracy.
  • Highlighted the importance of recognizing biochemical variations to prevent misdiagnosis of secondary hypertension.

Structured PICO

P
Population
Mathematical model based on the physiology of aldosterone homeostasis
I
Intervention
Second-order linear ordinary differential equation modeling aldosterone secretion

A mathematical model of aldosterone homeostasis demonstrates cyclical secretion, emphasizing that normal aldosterone levels do not rule out primary aldosteronism.

Abstract

Primary aldosteronism (PA) is the most common cause of secondary hypertension in many populations worldwide. Although hypertension with recurrent hypokalemia from renal potassium wasting and simultaneously elevated plasma aldosterone with suppressed renin is classic and pathognomic of PA, there are numerous instances when patients show unexpected, atypical and confusing biochemical nuances. A thorough understanding of the appropriate diagnosis based on varied plasma aldosterone-renin-potassium concentrations is therefore necessary. We have derived a mathematical model to teach medical students, residents, experienced clinicians, and educators how to properly diagnose primary aldosteronism. Based on the physiology of aldosterone homeostasis in relation to plasma concentrations of renin, potassium and adrenocorticotropin (ACTH), a second-order linear ordinary differential equation of the first degree was set up. This yields solutions showing sinusoidal aldosterone secretion in relation to renin and potassium, thereby supporting the plausibility of normal to low plasma aldosterone in certain instances of PA. Evidence from the published literature supports cyclical aldosterone secretion in normal and pathological states. By educating the medical community to appreciate why “normal appearing” plasma aldosterone, potassium and renin do not exclude PA, this model achieves its pedagogical goals of advancing clinical awareness to combat diagnostic oversights, preventing the misinterpretation and under-diagnosis of treatable, secondary hypertension.

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Cite This Study

Melvin Khee-Shing Leow (2026) studied Primary hyperaldosteronism. Mathematical model of aldosterone homeostasis was evaluated. A mathematical model of aldosterone homeostasis demonstrates sinusoidal aldosterone secretion, explaining why normal or low plasma aldosterone levels do not exclude primary hyperaldosteronism.

synapsesocial.com/papers/69db37044fe01fead37c50b4https://doi.org/10.1152/advan.00004.2026
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