Tuning Spin Defects with Light: A New Control Mechanism for hBN Quantum Sensors
New research reveals that controlling the excitation wavelength significantly alters the behavior of spin defects in hexagonal boron nitride, opening doors for improved quantum sensing performance.
![Within a closed anti-de Sitter (AdS) universe, the expectation value and its square for a patch operator demonstrate inherent properties of the spacetime geometry, revealing how quantum fluctuations manifest within this constrained cosmological model [latex]AdS[/latex].](https://arxiv.org/html/2602.05939v1/x2.png)

![The convergence of [latex]\mathcal{Z}(g\_{\text{YM}},\phi)[/latex] and [latex]\mathcal{Z}\_{\text{ScYM}}(g\_{\text{YM}},\phi)[/latex] is dictated by rotational symmetry-a φ rotation of the integration contour induces a corresponding rotation of the divergent region, expanding until, at [latex]\phi=\pi/4[/latex], divergence dominates the second and fourth quadrants, after which convergence is localized within figure-eight domains through continued rotation beyond [latex]\arg(a)>\pi/4[/latex], with the formal sum of residues converging within the shaded regions and mirrored across the yy-axis for the negative contour.](https://arxiv.org/html/2602.05733v1/x4.png)
![The study of a superconducting/ferroelectric/superconducting structure reveals distinct ferron-polariton and ferron excitations, characterized by parameters [latex]\alpha_{1,2,3} = \{-2.012, 3.608, 1.345\} \times 10^{9} \text{ Nm/C}^{2}[/latex] and [latex]\Omega_{p} = 6.39 \text{ THz}[/latex], demonstrating that the [latex]\delta p_{x}[/latex]-ferron-polariton branches ([latex]\omega_{u,l}[/latex], shown in blue) diverge from the [latex]\delta p_{x}[/latex]-ferron dispersion ([latex]\omega_{1}[/latex], shown in red) as effective wavelength approaches infinity, while the [latex]\delta p_{y,z}[/latex]-ferron frequencies ([latex]\omega_{\pm}[/latex], shown in blue-red dashed curves) remain consistent both with superconducting screening and in the limit of infinite effective wavelength.](https://arxiv.org/html/2602.05473v1/dispersion.png)
![Numerical simulations explore the dynamic evolution of chiral condensates in a proposed quantum simulator of the (2+1)-dimensional spin-1 quantum liquid magnet, demonstrating how manipulation of the staggering potential δ - ranging from 79.49 to 79.64 Hz - and the electric field energy [latex]g^2[/latex], achieved through coordinated adjustments to both on-site interactions [latex]U[/latex] and δ, influences the system’s response to quenching from the vacuum state on an infinite cylinder with a width of two matter sites.](https://arxiv.org/html/2602.04948v1/x1.png)

![The study demonstrates that conditional mutual information [latex]I(l|l_B,p)[/latex] collapses onto a universal scaling function [latex]f[(p-p_c)l_B^{1/\nu}][/latex] with critical exponent [latex]\nu=1[/latex] and critical point [latex]p_c=1[/latex], indicating a robust phase transition governed by the system’s parameters and reflected in the corresponding renormalization group flow.](https://arxiv.org/html/2602.04961v1/x2.png)
