From 75819c3809726397620b09eff7dd0779ad2ee608 Mon Sep 17 00:00:00 2001 From: Cristian C Lalescu <Cristian.Lalescu@mpcdf.mpg.de> Date: Tue, 8 Apr 2025 15:31:59 +0200 Subject: [PATCH] fixes docstrings --- TurTLE/DNS_statistics.py | 4 ++-- TurTLE/PP.py | 8 ++++---- 2 files changed, 6 insertions(+), 6 deletions(-) diff --git a/TurTLE/DNS_statistics.py b/TurTLE/DNS_statistics.py index d4a764f3..1c6c4d76 100644 --- a/TurTLE/DNS_statistics.py +++ b/TurTLE/DNS_statistics.py @@ -38,8 +38,8 @@ def compute_statistics( .. math:: - \sum_{k \\leq \\|\\mathbf{k}\\| \\leq k+dk}\\hat{u_i} \\hat{u_j}^*, \\hskip .5cm - \sum_{k \\leq \\|\\mathbf{k}\\| \\leq k+dk}\\hat{\\omega_i} \\hat{\\omega_j}^* + \\sum_{k \\leq \\|\\mathbf{k}\\| \\leq k+dk}\\hat{u_i} \\hat{u_j}^*, \\hskip .5cm + \\sum_{k \\leq \\|\\mathbf{k}\\| \\leq k+dk}\\hat{\\omega_i} \\hat{\\omega_j}^* tensors, and the enstrophy spectrum is also used to compute the dissipation :math:`\\varepsilon(t)`. diff --git a/TurTLE/PP.py b/TurTLE/PP.py index 4ac50d35..cc890b2e 100644 --- a/TurTLE/PP.py +++ b/TurTLE/PP.py @@ -140,12 +140,12 @@ class PP(_code): def compute_statistics(self, iter0 = 0, iter1 = None): """Run basic postprocessing on raw data. The energy spectrum :math:`E(t, k)` and the enstrophy spectrum - :math:`\\frac{1}{2}\omega^2(t, k)` are computed from the + :math:`\\frac{1}{2}\\omega^2(t, k)` are computed from the .. math:: - \sum_{k \\leq \\|\\mathbf{k}\\| \\leq k+dk}\\hat{u_i} \\hat{u_j}^*, \\hskip .5cm - \sum_{k \\leq \\|\\mathbf{k}\\| \\leq k+dk}\\hat{\omega_i} \\hat{\\omega_j}^* + \\sum_{k \\leq \\|\\mathbf{k}\\| \\leq k+dk}\\hat{u_i} \\hat{u_j}^*, \\hskip .5cm + \\sum_{k \\leq \\|\\mathbf{k}\\| \\leq k+dk}\\hat{\omega_i} \\hat{\\omega_j}^* tensors, and the enstrophy spectrum is also used to compute the dissipation :math:`\\varepsilon(t)`. @@ -216,7 +216,7 @@ class PP(_code): .. math:: U_{\\textrm{int}}(t) = \\sqrt{\\frac{2E(t)}{3}}, \\hskip .5cm - L_{\\textrm{int}}(t) = \\frac{\pi}{2U_{int}^2(t)} \\int \\frac{dk}{k} E(t, k), \\hskip .5cm + L_{\\textrm{int}}(t) = \\frac{\\pi}{2U_{int}^2(t)} \\int \\frac{dk}{k} E(t, k), \\hskip .5cm T_{\\textrm{int}}(t) = \\frac{L_{\\textrm{int}}(t)}{U_{\\textrm{int}}(t)} -- GitLab