The proposal that microtubules and related helical biomolecules implement time-crystal–like dynamics via a fourth circuit element, the “hinductor,” suggests that biological computation relies on phase-coherent, vortex-like excitations rather than digital switching. In parallel, recent work on intrinsic health has framed health as a latent, field-like state emerging from the interaction of energy, communication, and structure, measurable through dynamical recovery from perturbation. Here, we develop a unifying framework in which hinductor-like microtubule architectures function as elementary phase-memory units of a triality field: structure is represented as a vector, energy as a spinor, and information as a conjugate spinor. Intrinsic health is then modeled as a scalar coherence invariant [latex]\mathcal{H} = \langle V, S, S^{*} \rangle[/latex] governs both microtubule time-crystal behavior and organism-level recovery dynamics. We show how heart rate variability (HRV), VO₂ kinetics, elastography, and perturbation–recovery slopes can be interpreted as macroscopic projections of this invariant. We then outline a four-tier experimental program — ranging from in vitro microtubule nanowires to human multimodal perturbation protocols — to test whether a single coherence mode links microtubule time crystals with network physiology. This framework converts the notion of an “artificial brain” built from hinductors from a technological curiosity into a biophysically grounded hypothesis about health, memory, and resilience.
