| Literature DB >> 26635726 |
Rudolf Hoermann1, John E M Midgley2, Rolf Larisch1, Johannes W Dietrich3.
Abstract
The long-held concept of a proportional negative feedback control between the thyroid and pituitary glands requires reconsideration in the light of more recent studies. Homeostatic equilibria depend on dynamic inter-relationships between thyroid hormones and pituitary thyrotropin (TSH). They display a high degree of individuality, thyroid-state-related hierarchy, and adaptive conditionality. Molecular mechanisms involve multiple feedback loops on several levels of organization, different time scales, and varying conditions of their optimum operation, including a proposed feedforward motif. This supports the concept of a dampened response and multistep regulation, making the interactions between TSH, FT4, and FT3 situational and mathematically more complex. As a homeostatically integrated parameter, TSH becomes neither normatively fixed nor a precise marker of euthyroidism. This is exemplified by the therapeutic situation with l-thyroxine (l-T4) where TSH levels defined for optimum health may not apply equivalently during treatment. In particular, an FT3-FT4 dissociation, discernible FT3-TSH disjoint, and conversion inefficiency have been recognized in l-T4-treated athyreotic patients. In addition to regulating T4 production, TSH appears to play an essential role in maintaining T3 homeostasis by directly controlling deiodinase activity. While still allowing for tissue-specific variation, this questions the currently assumed independence of the local T3 supply. Rather it integrates peripheral and central elements into an overarching control system. On l-T4 treatment, altered equilibria have been shown to give rise to lower circulating FT3 concentrations in the presence of normal serum TSH. While data on T3 in tissues are largely lacking in humans, rodent models suggest that the disequilibria may reflect widespread T3 deficiencies at the tissue level in various organs. As a consequence, the use of TSH, valuable though it is in many situations, should be scaled back to a supporting role that is more representative of its conditional interplay with peripheral thyroid hormones. This reopens the debate on the measurement of free thyroid hormones and encourages the identification of suitable biomarkers. Homeostatic principles conjoin all thyroid parameters into an adaptive context, demanding a more flexible interpretation in the accurate diagnosis and treatment of thyroid dysfunction.Entities:
Keywords: TSH; deiodinase; feedback regulation; homeostasis; set point; thyroid hormones
Year: 2015 PMID: 26635726 PMCID: PMC4653296 DOI: 10.3389/fendo.2015.00177
Source DB: PubMed Journal: Front Endocrinol (Lausanne) ISSN: 1664-2392 Impact factor: 5.555
Figure 1Homeostatic integration of central, thyroidal, and peripheral influences. The integrated control involves several major control loops, a negative feedback control of thyroid hormones on pituitary TSH and hypothalamic TRH, positive stimulatory control of TRH on TSH, ultrashort feedback of TSH on its own secretion, and feedforward control of deiodinases by TSH. Other thyrotropic agonists than TSH, such as TSH receptor antibodies (TSH-R Ab) and human chorionic gonadotropin (hCG), play an important role in diseases, such as Graves’ disease and pregnancy-related hyperthyroidism. A plethora of additional influences may fine-tune the responses at each level of organization. 1 refers to the classical Astwood–Hoskins loop, and 5 indicates ultrashort feedback loop of TSH on its own secretion, described in the text. Additional feedback loops (not shown here) control the binding of thyroid hormones to plasma proteins (8, 10).
Historical perspective on evolving models for the TSH-T4/FT4 relationship.
| Author | Year of publication | Regression |
|---|---|---|
| Danziger and Elmergreen ( | 1956 | Linear |
| Roston ( | 1959 | Linear with basal secretion |
| Norwich and Reiter ( | 1965 | Linear |
| DiStefano and Stear ( | 1968 | Linear with basal secretion |
| DiStefano and Chang ( | 1969 and 1971 | Linear with basal secretion |
| Saratchandran et al. ( | 1976 | Log-linear |
| Wilkin et al. ( | 1977 | Restricted maximum secretion |
| Hatakeyama and Yagi ( | 1985 | Power law and linear |
| Cohen ( | 1990 | Exponential |
| Spencer et al. ( | 1990 | Log-linear |
| Li et al. ( | 1995 | Non-linear polynomial |
| Dietrich et al. ( | 1997, 2002, and 2004 | Michaelis–Menten kinetics, non-competitive inhibition, and first-order time constants |
| Sorribas and González ( | 1999 | Power laws |
| Leow ( | 2007 | Log-linear |
| Degon et al. ( | 2008 | Non-linear |
| McLanahan et al. ( | 2008 | Michaelis–Menten kinetics, non-competitive inhibition, and first-order time constants |
| Eisenberg et al. ( | 2008 and 2010 | Adopted from DiStefano |
| Benhadi et al. ( | 2010 | Log-linear |
| Hoermann et al. ( | 2010 and 2014 | Erf (modulated log-linear) and polynomial |
| van Deventer et al. ( | 2011 | Log-linear |
| Clark et al. ( | 2012 | Polynomial |
| Midgley et al. ( | 2013 | Segmented log-linear |
| Hadlow et al. ( | 2013 | Polynomial |
| Jonklaas et al. ( | 2014 | Segmented |
| Goede et al. ( | 2014 | Exponential (log-linear) and log-linear with Michael–Menten-type feedforward path |
Models of DiStefano et al. and Eisenberg are based on the same platform. Likewise models of Dietrich et al., McLanahan et al., Midgley et al., and Hoermann et al. (.
Figure 2Non-linear relationship between logTSH and free T4. The two studies by Hoermann et al. (6) (A) and Hadlow et al. (7) (B) show that the TSH–FT4 relationship may not follow a proportional log-linear model (dashed straight line), displaying a damped response in the euthyroid range and steeper gradients at the hypothyroid or hyperthyroid spectrum. The superiority of the non-linear modulatory logistic function shown over the standard log-linear model was statistically established by a strict curve-fitting template based on Akaike’s information criterion (6). A multistep regulation of the FT4–TSH feedback control is discussed in the text. Adapted and reproduced with permission from Hoermann et al. (6) and Hadlow et al. (7).
Physiological and pathophysiological influences that may modulate the relationship between TSH and thyroid hormones.
| Factor | Main site of action | Predominant mechanism | Main effect | Reference |
|---|---|---|---|---|
| Age | Pituitary and hypothalamic | Altered sensitivity of thyroid hormone feedback | Diminished TSH response with increasing age | ( |
| BMI | Pituitary, hypothalamic, and adipose tissue | Central modulators (e.g., leptin) and hyperdeiodination | Hyperthyrotropinemia | ( |
| Time of day | Pituitary and deiodinases | Circadian TRH rhythm and ultrashort TSH feedback | Circadian rhythms of TSH and FT3 and pulsatile TSH release | ( |
| Pregnancy | Thyroid gland | TSH receptor stimulation by placental factors (hCG) | Stimulation of thyroid hormone secretion and TSH suppression | ( |
| Non-thyroidal illness | Multiple | Set point alteration | Low-T3/T4 and inappropriate TSH response | ( |
| Genetic polymorphism | Pituitary | Set point variation | TSH variation | ( |
| Epigenetics | Pituitary | Long-term set point alteration | Resetting the system | ( |
| Thyroid state | Pituitary and hypothalamic | Variable TSH response depending on distance from putative optimum | Exaggerated response or dampening effect | ( |
| TSH quantity | Pituitary | Ultrashort feedback loop | TSH suppression | ( |
| TSH quality | Pars tuberalis and pars distalis | Tissue-specific glycosylation of TSH | TSH bioactivity | ( |
| TSH agonists or antagonists (TSH-R Ab and hCG) | Thyroid gland | TSH receptor stimulation or blockade | Thyroid hormone stimulation/inhibition and TSH suppression/stimulation | ( |
| TRH | Pituitary | TSH production and TSH glycosylation | TSH stimulation and bioactivity | ( |
| Neuromodulators (dopamine and somatostatin) | Pituitary | Set point modulation | TSH | ( |
| Leptin | Central and hypothalamus | TRH stimulation | TSH increase | ( |
| Cytokines (interleukin-6) | Pituitary | TSH inhibition | TSH decrease | ( |
| Cortisol and glucocorticoids | Pituitary | TSH inhibition | TSH suppression | ( |
| Deiodinase type 2 | Central, hypothalamus, and pituitary | T4–T3 conversion | Sensitive feedback regulation by T4 | ( |
| Deiodinase type 1 | Peripheral tissues | T4–T3 conversion | T3 generation | ( |
| MCT8 and MCT10 | Hypothalamus and pituitary | T3-dependent mRNA expression and thyroid hormone transport | Intra- versus extracellular thyroid hormone gradient | ( |
| CRYM | All cells | Intracellular binding substrate (IBS) | Intracellular thyroid hormone trafficking | ( |
| Thyroid hormone receptor (TR) β2 | Pituitary and hypothylamus | T3 binding | Receptor occupancy | ( |
| TR costimulator cosuppressor (RXR) | Pituitary and hypothylamus | T3 binding | Receptor occupancy | ( |
| Iodine supply and iodine deficiency | Thyroid gland and autonomously functioning thyroid nodule(s) | Thyroid volume-related TSH response and TSH receptor or G protein mutations | TSH increase/decrease | ( |
| Pituitary | Altered thyroid hormone feedback and set point | TSH–FT3 disjoint and FT3–FT4 dissociation | ( | |
| Other thyroid-related compounds or drugs | Multiple sites | Thyroid inhibitors, thyroid mimetica, and endocrine disruptors | Changes in TSH, FT3, and FT4 and inhibition of conversion or T3 actions | ( |
Figure 3Pulsatility of TSH secretion. Secretion of thyrotropin is subject to circadian and ultradian variation. Shown are results of computer simulations with circadian input only (model 1), additional stochastic afferences (model 2), additional ultrashort feedback of TSH secretion (model 3), and combined stochastic input and ultrashort feedback (model 4). Statistical properties and fractal geometry of model 4 is identical to that of natural time series, while the simpler models differ (10).
Figure 4Overview of classical (iodothyronines) and non-classical thyroid hormones (iodothyroacetates and thyronamines) with associated interconversion processes. Adapted from Engler and Burger (152), Piehl et al. (153), Soffer et al. (154), and Hoefig et al. (155).
Figure 5Loss of T3 stability in . In controls (dashed line), serum T3 remains stable over a wide variation in the endogenous thyroid hormone production. In contrast, in l-T4-treated patients (solid line), compensatory T3 regulation is broken, and serum T3 unstably varies with the exogenous T4 supply. Adapted and reproduced with permission from Hoermann et al. (123).