From 795a50bb0abf29f655012202feca5045e34dd44c Mon Sep 17 00:00:00 2001 From: Colin Caprani Date: Thu, 5 Oct 2023 20:43:28 +1100 Subject: [PATCH] Added plot each to envelopes --- docs/source/notebooks/envelopes.ipynb | 33 ++++++++++++++++++++++++++- src/pycba/results.py | 11 +++++++-- 2 files changed, 41 insertions(+), 3 deletions(-) diff --git a/docs/source/notebooks/envelopes.ipynb b/docs/source/notebooks/envelopes.ipynb index 9a64f05..f8e1d9e 100644 --- a/docs/source/notebooks/envelopes.ipynb +++ b/docs/source/notebooks/envelopes.ipynb @@ -283,6 +283,37 @@ "env.plot(figsize=(9,6));" ] }, + { + "cell_type": "markdown", + "id": "0f9c5f48-278e-4fc2-8c63-06ba01f0b2b0", + "metadata": {}, + "source": [ + "We can also choose to plot each bending moment and shear force diagram in the envelope:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "1ccdcb0f-7ccc-412a-b65f-5eda6ab54336", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "env.plot(each=True,figsize=(9,6));" + ] + }, { "cell_type": "markdown", "id": "f5888610-b07d-497e-8c98-c1d80b4bb91e", @@ -296,7 +327,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 12, "id": "6843e64f-6200-42d0-80ff-038813cf8de7", "metadata": {}, "outputs": [ diff --git a/src/pycba/results.py b/src/pycba/results.py index 6f859fa..748a261 100644 --- a/src/pycba/results.py +++ b/src/pycba/results.py @@ -350,12 +350,14 @@ def augment(self, env: Envelopes): self.Rmax = np.zeros((self.nsup, self.nres)) self.Rmin = np.zeros((self.nsup, self.nres)) - def plot(self, **kwargs): + def plot(self, each=False, **kwargs): """ Plots the envelopes of bending and shear. Parameters ---------- + each : Boolean + Wether or not to show each BMD and SFD in the enveloping. The default is False **kwargs : Dict Matplotlib keyword arguments for plotting. @@ -369,7 +371,7 @@ def plot(self, **kwargs): raise ValueError("No results to display") L = self.x[-1] - + fig, axs = plt.subplots(2, 1, sharex=True, **kwargs) ax = axs[0] @@ -387,5 +389,10 @@ def plot(self, **kwargs): ax.grid() ax.set_ylabel("Shear Force (kN)") ax.set_xlabel("Distance along beam (m)") + + if each: + for res in self.vResults: + axs[0].plot(self.x, res.results.M, "r", lw=0.5) + axs[1].plot(self.x, res.results.V, "b", lw=0.5) return fig, ax