The benefits of adipocyte metabolism in bone health and regeneration

Front Cell Dev Biol. 2023 Feb 21:11:1104709. doi: 10.3389/fcell.2023.1104709. eCollection 2023.

Abstract

Patients suffering from musculoskeletal diseases must cope with a diminished quality of life and an increased burden on medical expenses. The interaction of immune cells and mesenchymal stromal cells during bone regeneration is one of the key requirements for the restoration of skeletal integrity. While stromal cells of the osteo-chondral lineage support bone regeneration, an excessive accumulation of cells of the adipogenic lineage is thought to promote low-grade inflammation and impair bone regeneration. Increasing evidence indicates that pro-inflammatory signaling from adipocytes is responsible for various chronic musculoskeletal diseases. This review aims to summarize the features of bone marrow adipocytes by phenotype, function, secretory features, metabolic properties and their impact on bone formation. In detail, the master regulator of adipogenesis and prominent diabetes drug target, peroxisome proliferator-activated receptor γ (PPARG), will be debated as a potential therapeutic approach to enhance bone regeneration. We will explore the possibilities of using clinically established PPARG agonists, the thiazolidinediones (TZDs), as a treatment strategy to guide the induction of a pro-regenerative, metabolically active bone marrow adipose tissue. The impact of this PPARG induced bone marrow adipose tissue type on providing the necessary metabolites to sustain osteogenic-as well as beneficial immune cells during bone fracture healing will be highlighted.

Keywords: adipocytes; bone marrow adipose tissue (BMAT); bone regeneration; immune cells; inflammation; mesenchymal stromal cells (MSCs); peroxisome proliferator-activated receptor γ (PPARG) agonists; thiazolidinediones.

Publication types

  • Review

Grants and funding

This work was supported by grants from the German Research Foundation (DFG; project no. 249509554/ FOR 2165 to CHB, GND, SG, KSB, and TJS; and project no. 427826188/ CRC 1444 to CHB, LMB, GND, SG, KSB, and TJS). This work was supported by a grant from the Leibniz Association (ID K398/2021 to TJS).