[BUGFIX] Inconsistent naming of cross_axis_tilt / cross_axis_slope

docs/examples/shading/plot_martinez_shade_loss.py

@@ -116,7 +116,7 @@
     shading_row_rotation=tracker_theta,
     collector_width=width,
     pitch=pitch,
-    cross_axis_slope=cross_axis_tilt,
+    cross_axis_tilt=cross_axis_tilt,
 )
 
 # %%

docs/examples/shading/plot_shaded_fraction1d_ns_hsat_example.py

@@ -49,7 +49,7 @@
 collector_width = 3.2  # m
 pitch = 4.15  # m
 gcr = collector_width / pitch
-cross_axis_slope = -5  # degrees
+cross_axis_tilt = -5  # degrees
 surface_to_axis_offset = 0.07  # m
 
 # Generate a time range for the simulation
@@ -76,7 +76,7 @@
     max_angle=(-50, 50),  # (min, max) degrees
     backtrack=False,
     gcr=gcr,
-    cross_axis_tilt=cross_axis_slope,
+    cross_axis_tilt=cross_axis_tilt,
 )["tracker_theta"]
 
 # %%
@@ -112,7 +112,7 @@
         collector_width=collector_width,
         pitch=pitch,
         surface_to_axis_offset=surface_to_axis_offset,
-        cross_axis_slope=cross_axis_slope,
+        cross_axis_tilt=cross_axis_tilt,
         shading_row_rotation=rotation_angle,
     ),
 )
@@ -130,7 +130,7 @@
         collector_width=collector_width,
         pitch=pitch,
         surface_to_axis_offset=surface_to_axis_offset,
-        cross_axis_slope=cross_axis_slope,
+        cross_axis_tilt=cross_axis_tilt,
         shading_row_rotation=rotation_angle,
     ),
     # shaded fraction in the evening
@@ -143,7 +143,7 @@
         collector_width=collector_width,
         pitch=pitch,
         surface_to_axis_offset=surface_to_axis_offset,
-        cross_axis_slope=cross_axis_slope,
+        cross_axis_tilt=cross_axis_tilt,
         shading_row_rotation=rotation_angle,
     ),
 )
@@ -161,7 +161,7 @@
         collector_width=collector_width,
         pitch=pitch,
         surface_to_axis_offset=surface_to_axis_offset,
-        cross_axis_slope=cross_axis_slope,
+        cross_axis_tilt=cross_axis_tilt,
         shading_row_rotation=rotation_angle,
     ),
     0,  # no shaded fraction in the evening

docs/sphinx/source/user_guide/extras/nomenclature.rst

@@ -44,6 +44,20 @@ There is a convention on consistent variable names throughout the library:
     bhi
         Beam/direct horizontal irradiance
 
+    cross_axis_tilt
+        Cross-axis tilt angle. [°]
+        Consider two parallel rows of modules at different height;
+        ``cross_axis_tilt`` is the angle formed the line formed by the
+        intersection between the slope containing the tracker axes and a plane
+        perpendicular to the tracker axes, and the horizontal plane.
+        Cross-axis tilt is measured by using a right-handed convention.
+        For example, trackers with axis azimuth of 180° (heading south)
+        will have a negative cross-axis tilt if the tracker axes plane slopes
+        down to the east and positive cross-axis tilt if the tracker axes plane
+        slopes up to the east.
+        Use :func:`~pvlib.tracking.calc_cross_axis_tilt` to calculate
+        ``cross_axis_tilt``
+
     dhi
         Diffuse horizontal irradiance
 

docs/sphinx/source/whatsnew/v0.13.1.rst

@@ -13,6 +13,7 @@ Deprecations
 * Deprecate :py:func:`~pvlib.modelchain.get_orientation`. (:pull:`2495`)
 * Rename parameter name ``aparent_azimuth`` to ``solar_azimuth`` in :py:func:`~pvlib.tracking.singleaxis`.
   (:issue:`2479`, :pull:`2480`)
+* Rename parameter ``cross_axis_slope`` to ``cross_axis_tilt`` in :py:func:`pvlib.shading.shaded_fraction1d`. (:issue:`2334`, :pull:`2543`)
 
 Bug fixes
 ~~~~~~~~~

pvlib/_deprecation.py

@@ -334,7 +334,7 @@ def renamed_kwarg_warning(since, old_param_name, new_param_name, removal=""):
         Not compatible with positional-only arguments.
 
     .. note::
-        Documentation for the function may updated to reflect the new parameter
+        Affected function docstring may be updated to reflect the new parameter
         name; it is suggested to add a |.. versionchanged::| directive.
 
     Parameters

pvlib/shading.py

@@ -7,6 +7,8 @@
 import pandas as pd
 from pvlib.tools import sind, cosd
 
+from pvlib._deprecation import renamed_kwarg_warning
+
 
 def ground_angle(surface_tilt, gcr, slant_height):
     """
@@ -344,6 +346,12 @@ def projected_solar_zenith_angle(solar_zenith, solar_azimuth,
     return theta_T
 
 
+@renamed_kwarg_warning(
+    since="0.13.1",
+    old_param_name="cross_axis_slope",
+    new_param_name="cross_axis_tilt",
+    removal="0.15.0",
+)
 def shaded_fraction1d(
     solar_zenith,
     solar_azimuth,
@@ -354,7 +362,7 @@ def shaded_fraction1d(
     pitch,
     axis_tilt=0,
     surface_to_axis_offset=0,
-    cross_axis_slope=0,
+    cross_axis_tilt=0,
     shading_row_rotation=None,
 ):
     r"""
@@ -397,10 +405,10 @@ def shaded_fraction1d(
     surface_to_axis_offset : numeric, default 0
         Distance between the rotating axis and the collector surface.
         May be used to account for a torque tube offset.
-    cross_axis_slope : numeric, default 0
-        Angle of the plane containing the rows' axes from
+    cross_axis_tilt : numeric, default 0
+        Angle of the plane containing the rows' axes relative to
         horizontal. Right-handed rotation with respect to the rows axes.
-        In degrees :math:`^{\circ}`.
+        See :term:`cross_axis_tilt`. In degrees :math:`^{\circ}`.
     shading_row_rotation : numeric, optional
         Right-handed rotation of the row casting the shadow, with respect
         to the row axis. In degrees :math:`^{\circ}`.
@@ -430,7 +438,7 @@ def shaded_fraction1d(
     +------------------+----------------------------+                     |
     | :math:`\theta_2` | ``shaded_row_rotation``    | Degrees             |
     +------------------+----------------------------+ :math:`^{\circ}`    |
-    | :math:`\beta_c`  | ``cross_axis_slope``       |                     |
+    | :math:`\beta_c`  | ``cross_axis_tilt``        |                     |
     +------------------+----------------------------+---------------------+
     | :math:`p`        | ``pitch``                  | Any consistent      |
     +------------------+----------------------------+ length unit across  |
@@ -452,7 +460,7 @@ def shaded_fraction1d(
     >>> shaded_fraction1d(solar_zenith=80, solar_azimuth=135,
     ...     axis_azimuth=90, shaded_row_rotation=30, shading_row_rotation=30,
     ...     collector_width=2, pitch=3, axis_tilt=0,
-    ...     surface_to_axis_offset=0.05, cross_axis_slope=0)
+    ...     surface_to_axis_offset=0.05, cross_axis_tilt=0)
     0.47755694708090535
 
     **Fixed-tilt north-facing array on sloped terrain**
@@ -466,7 +474,7 @@ def shaded_fraction1d(
     >>> shaded_fraction1d(solar_zenith=80, solar_azimuth=75.5,
     ...     axis_azimuth=270, shaded_row_rotation=50, shading_row_rotation=30,
     ...     collector_width=2.5, pitch=4, axis_tilt=10,
-    ...     surface_to_axis_offset=0.05, cross_axis_slope=0)
+    ...     surface_to_axis_offset=0.05, cross_axis_tilt=0)
     0.793244836197256
 
     **N-S single-axis tracker on sloped terrain**
@@ -478,7 +486,7 @@ def shaded_fraction1d(
 
     >>> shaded_fraction1d(solar_zenith=80, solar_azimuth=90, axis_azimuth=180,
     ...     shaded_row_rotation=-30, collector_width=1.4, pitch=3, axis_tilt=0,
-    ...     surface_to_axis_offset=0.10, cross_axis_slope=7)
+    ...     surface_to_axis_offset=0.10, cross_axis_tilt=7)
     0.8242176864434579
 
     Note the previous example only is valid for the shaded fraction of the
@@ -493,7 +501,7 @@ def shaded_fraction1d(
 
     >>> shaded_fraction1d(solar_zenith=80, solar_azimuth=270, axis_azimuth=180,
     ...     shaded_row_rotation=30, collector_width=1.4, pitch=3, axis_tilt=0,
-    ...     surface_to_axis_offset=0.10, cross_axis_slope=7)
+    ...     surface_to_axis_offset=0.10, cross_axis_tilt=7)
     0.018002567182254348
 
     You must switch the input/output depending on the
@@ -528,7 +536,7 @@ def shaded_fraction1d(
     # calculate repeated elements
     thetas_1_S_diff = shading_row_rotation - projected_solar_zenith
     thetas_2_S_diff = shaded_row_rotation - projected_solar_zenith
-    thetaS_rotation_diff = projected_solar_zenith - cross_axis_slope
+    thetaS_rotation_diff = projected_solar_zenith - cross_axis_tilt
 
     cos_theta_2_S_diff_abs = np.abs(cosd(thetas_2_S_diff))
 
@@ -548,7 +556,7 @@ def shaded_fraction1d(
             / collector_width
             * cosd(thetaS_rotation_diff)
             / cos_theta_2_S_diff_abs
-            / cosd(cross_axis_slope)
+            / cosd(cross_axis_tilt)
         )
     )
 
@@ -660,7 +668,7 @@ def direct_martinez(
     >>>     solar_zenith=80, solar_azimuth=180,
     >>>     axis_azimuth=90, shaded_row_rotation=25,
     >>>     collector_width=0.5, pitch=1, surface_to_axis_offset=0,
-    >>>     cross_axis_slope=5.711, shading_row_rotation=50)
+    >>>     cross_axis_tilt=5.711, shading_row_rotation=50)
     >>> # calculation of the number of shaded blocks
     >>> shaded_blocks = np.ceil(total_blocks*shaded_fraction)
     >>> # apply the Martinez power losses to the calculated shading

pvlib/tracking.py

@@ -14,7 +14,7 @@
 def singleaxis(apparent_zenith, solar_azimuth,
                axis_tilt=0, axis_azimuth=0, max_angle=90,
                backtrack=True, gcr=2.0/7.0, cross_axis_tilt=0):
-    """
+    r"""
     Determine the rotation angle of a single-axis tracker when given particular
     solar zenith and azimuth angles.
 
@@ -80,15 +80,9 @@ def singleaxis(apparent_zenith, solar_azimuth,
         2/7 is default. ``gcr`` must be <=1.
 
     cross_axis_tilt : float, default 0.0
-        The angle, relative to horizontal, of the line formed by the
-        intersection between the slope containing the tracker axes and a plane
-        perpendicular to the tracker axes. The cross-axis tilt should be
-        specified using a right-handed convention. For example, trackers with
-        axis azimuth of 180 degrees (heading south) will have a negative
-        cross-axis tilt if the tracker axes plane slopes down to the east and
-        positive cross-axis tilt if the tracker axes plane slopes down to the
-        west. Use :func:`~pvlib.tracking.calc_cross_axis_tilt` to calculate
-        ``cross_axis_tilt``. [degrees]
+        Angle of the plane containing the rows' axes relative to
+        horizontal. Right-handed rotation with respect to the rows axes.
+        See :term:`cross_axis_tilt`. In degrees :math:`^{\circ}`.
 
     Returns
     -------

tests/test_shading.py

@@ -9,6 +9,9 @@
 from pvlib import shading
 from pvlib.tools import atand
 
+from .conftest import fail_on_pvlib_version
+from pvlib._deprecation import pvlibDeprecationWarning
+
 
 @pytest.fixture
 def test_system():
@@ -258,7 +261,7 @@ def sf1d_premises_and_expected():
         ),
     )  # fmt: skip
 
-    test_data["cross_axis_slope"] = atand(
+    test_data["cross_axis_tilt"] = atand(
         (test_data["z_R"] - test_data["z_L"])
         / (test_data["x_L"] - test_data["x_R"])
     )
@@ -314,7 +317,7 @@ def test_shaded_fraction1d_unprovided_shading_row_rotation():
     test_data = pd.DataFrame(
         columns=[
             "shaded_row_rotation", "surface_to_axis_offset", "collector_width",
-            "solar_zenith", "cross_axis_slope", "pitch", "solar_azimuth",
+            "solar_zenith", "cross_axis_tilt", "pitch", "solar_azimuth",
             "axis_azimuth", "expected_sf",
         ],
         data=[
@@ -329,6 +332,22 @@ def test_shaded_fraction1d_unprovided_shading_row_rotation():
     assert_allclose(sf, expected_sf, atol=1e-2)
 
 
+@fail_on_pvlib_version("0.15.0")
+def test_shaded_fraction1d_renamed_cross_axis_slope2cross_axis_tilt():
+    # Tests shaded_fraction1d with cross_axis_slope instead of cross_axis_tilt
+    with pytest.warns(pvlibDeprecationWarning, match="cross_axis_slope"):
+        shading.shaded_fraction1d(
+            solar_zenith=60,
+            solar_azimuth=90,
+            axis_azimuth=180,
+            shaded_row_rotation=30,
+            collector_width=3,
+            pitch=7,
+            surface_to_axis_offset=0,
+            cross_axis_slope=0,
+        )
+
+
 @pytest.fixture
 def direct_martinez_Table2():
     """