diff --git a/.gitmodules b/.gitmodules
index 770389c..8d7475c 100644
--- a/.gitmodules
+++ b/.gitmodules
@@ -6,4 +6,4 @@
 	url = git@github.com:SBFRF/testbedutils.git
 [submodule "prepdata"]
 	path = prepdata
-	url = git@github.com:SBFRF/prepdata.git
+	url = https://github.com/l-szczyrba/prepdata.git
diff --git a/.idea/cmtb.iml b/.idea/cmtb.iml
index 34ddd3f..e07acc1 100644
--- a/.idea/cmtb.iml
+++ b/.idea/cmtb.iml
@@ -8,7 +8,7 @@
       <excludeFolder url="file://$MODULE_DIR$/cBathy_Study" />
       <excludeFolder url="file://$MODULE_DIR$/data" />
     </content>
-    <orderEntry type="jdk" jdkName="Python 3.7" jdkType="Python SDK" />
+    <orderEntry type="jdk" jdkName="Python 3.8" jdkType="Python SDK" />
     <orderEntry type="sourceFolder" forTests="false" />
   </component>
   <component name="PackageRequirementsSettings">
diff --git a/.idea/misc.xml b/.idea/misc.xml
index 789e113..5f45815 100644
--- a/.idea/misc.xml
+++ b/.idea/misc.xml
@@ -1,8 +1,7 @@
 <?xml version="1.0" encoding="UTF-8"?>
 <project version="4">
-  <component name="ProjectRootManager" version="2" project-jdk-name="Python 3.7" project-jdk-type="Python SDK" />
+  <component name="ProjectRootManager" version="2" project-jdk-name="Python 3.8" project-jdk-type="Python SDK" />
   <component name="PyPackaging">
     <option name="earlyReleasesAsUpgrades" value="true" />
   </component>
-</project>
-
+</project>
\ No newline at end of file
diff --git a/.idea/other.xml b/.idea/other.xml
index a847ac6..c46ee1f 100644
--- a/.idea/other.xml
+++ b/.idea/other.xml
@@ -5,4 +5,4 @@
     <option name="PY_SCI_VIEW_SUGGESTED" value="true" />
     <option name="PY_MATPLOTLIB_IN_TOOLWINDOW" value="false" />
   </component>
-</project>
+</project>
\ No newline at end of file
diff --git a/README.md b/README.md
index bf2fc5e..35921b0 100644
--- a/README.md
+++ b/README.md
@@ -43,7 +43,7 @@ The test bed is established at the USACE CHL Field REsearch Facility in Duck, No
     - conda install <package>
     
       conda install -c conda-forge cartopy
-    * netCDF4, pyproj, utm, wavespectra, progressbar, opencv-python
+    * netCDF4, pyproj, utm, wavespectra, progressbar, opencv-python, xarray
   
   - there's likely more, please add as you find!!  :-[]
   
diff --git a/notebooks/cshore/cshore_example.ipynb b/notebooks/cshore/cshore_example.ipynb
index bfd4899..3388bb1 100644
--- a/notebooks/cshore/cshore_example.ipynb
+++ b/notebooks/cshore/cshore_example.ipynb
@@ -8,6 +8,7 @@
    "source": [
     "import sys\n",
     "sys.path.insert(0, '/Users/rdchlth9/Codes/cmtb_refactor/')\n",
+    "\n",
     "from getdatatestbed import getDataFRF\n",
     "from prepdata.prepDataLib import PrepDataTools as preptools\n",
     "from prepdata import inputOutput\n",
@@ -501,7 +502,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.5"
+   "version": "3.8.8"
   }
  },
  "nbformat": 4,
diff --git a/notebooks/cshore/cshore_test_multiple.ipynb b/notebooks/cshore/cshore_test_multiple.ipynb
index 9f25300..923d4b7 100644
--- a/notebooks/cshore/cshore_test_multiple.ipynb
+++ b/notebooks/cshore/cshore_test_multiple.ipynb
@@ -307,7 +307,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.5"
+   "version": "3.8.8"
   }
  },
  "nbformat": 4,
diff --git a/notebooks/ww3/ww3_example.ipynb b/notebooks/ww3/ww3_example.ipynb
index 83d2e54..67fe75f 100644
--- a/notebooks/ww3/ww3_example.ipynb
+++ b/notebooks/ww3/ww3_example.ipynb
@@ -2,12 +2,12 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 4,
    "metadata": {},
    "outputs": [],
    "source": [
     "import sys\n",
-    "sys.path.insert(0, '/Users/rdchlth9/Codes/cmtb_refactor/')\n",
+    "sys.path.insert(0, '/Users/lszcz/Documents/CMTB/cmtb/')\n",
     "from getdatatestbed import getDataFRF\n",
     "from prepdata.prepDataLib import PrepDataTools as preptools\n",
     "from prepdata import inputOutput\n",
@@ -18,15 +18,15 @@
     "import netCDF4 as nc4\n",
     "import os\n",
     "import f90nml\n",
-    "from plotting import operationalPlots\n",
+    "# from plotting import operationalPlots\n",
     "from testbedutils import fileHandling\n",
-    "import py2netCDF as p2nc\n",
+    "# import py2netCDF as p2nc\n",
     "%matplotlib inline"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 5,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -47,7 +47,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 6,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -56,23 +56,40 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 7,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "https://chldata.erdc.dren.mil/thredds/dodsC/frf/oceanography/waterlevel/eopNoaaTide/2016/FRF-ocean_waterlevel_eopNoaaTide_201608.nc\n"
+     ]
+    }
+   ],
    "source": [
     "rawWL = go.getWL()"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 8,
    "metadata": {},
    "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/lszcz/Documents/CMTB/cmtb\\getdatatestbed\\getDataFRF.py:463: UserWarning: WARNING: getWaveSpec is depreciated, update to use getWaveData, spec=True\n",
+      "  warnings.warn(\"WARNING: getWaveSpec is depreciated, update to use getWaveData, spec=True\")\n"
+     ]
+    },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      " Removing Duplicates from FRF 8m Array\n"
+      "https://chldata.erdc.dren.mil/thredds/dodsC/frf/oceanography/waves/waverider-26m/2016/FRF-ocean_waves_waverider-26m_201608.nc\n",
+      " Removing Duplicates from FRF 26m Datawell Waverider Buoy\n"
      ]
     }
    ],
@@ -82,9 +99,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 9,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "https://chldata.erdc.dren.mil/thredds/dodsC/frf/meteorology/wind/derived/2016/FRF-met_wind_derived_201608.nc\n"
+     ]
+    }
+   ],
    "source": [
     "rawwind = go.getWind()"
    ]
@@ -98,16 +123,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": null,
    "metadata": {},
    "outputs": [],
    "source": [
-    "outtime = np.arange(d1,d2,dt.timedelta(minutes=30))"
+    "\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 10,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -116,7 +141,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 11,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -127,7 +152,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 12,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -144,7 +169,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 13,
    "metadata": {},
    "outputs": [
     {
@@ -161,22 +186,22 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 14,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.legend.Legend at 0x7fb1aa8a3f70>"
+       "<matplotlib.legend.Legend at 0x1a12b8b6df0>"
       ]
      },
-     "execution_count": 12,
+     "execution_count": 14,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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\n",
+      "image/png": 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\n",
       "text/plain": [
        "<Figure size 432x288 with 1 Axes>"
       ]
@@ -197,14 +222,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 15,
    "metadata": {},
    "outputs": [
     {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "  -- 48 wind records with 0 interpolated\n"
+     "ename": "AssertionError",
+     "evalue": "time data types must be the same (for comparison)",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[1;31mAssertionError\u001b[0m                            Traceback (most recent call last)",
+      "\u001b[1;32m<ipython-input-15-0a906ec8173e>\u001b[0m in \u001b[0;36m<module>\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mwind\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mprepdata\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mprep_wind\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mrawwind\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mwindTimeList\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;34m'ww3'\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m",
+      "\u001b[1;32m/Users/lszcz/Documents/CMTB/cmtb\\prepdata\\prepDataLib.py\u001b[0m in \u001b[0;36mprep_wind\u001b[1;34m(self, rawwind, timerecord, **kwargs)\u001b[0m\n\u001b[0;32m   1175\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m   1176\u001b[0m                 \u001b[1;32mif\u001b[0m \u001b[0mmodel\u001b[0m \u001b[1;33m==\u001b[0m \u001b[1;34m'ww3'\u001b[0m\u001b[1;33m:\u001b[0m  \u001b[1;31m# operates in global coordinate system instead of local coordinate system\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 1177\u001b[1;33m                     [_, avgspeed, avgDir, flagOut] = self.polartimeavg(timerecord, windTime, windDir,\n\u001b[0m\u001b[0;32m   1178\u001b[0m                                                                         windSpeed, radin=False)\n\u001b[0;32m   1179\u001b[0m                     \u001b[0mstdirec\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0manglesLib\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mangle_correct\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mavgDir\u001b[0m\u001b[1;33m+\u001b[0m\u001b[1;36m180\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mrad\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m  \u001b[1;31m# correct angles to 0-360\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
+      "\u001b[1;32m/Users/lszcz/Documents/CMTB/cmtb\\prepdata\\prepDataLib.py\u001b[0m in \u001b[0;36mpolartimeavg\u001b[1;34m(self, trtm, trD, dirD, spdD, radin, interp)\u001b[0m\n\u001b[0;32m     93\u001b[0m         \"\"\"\n\u001b[0;32m     94\u001b[0m         \u001b[1;32mfrom\u001b[0m \u001b[0mscipy\u001b[0m \u001b[1;32mimport\u001b[0m \u001b[0minterpolate\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 95\u001b[1;33m         \u001b[1;32massert\u001b[0m \u001b[0misinstance\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtrD\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mfloat\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;33m==\u001b[0m \u001b[0misinstance\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtrtm\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mfloat\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'time data types must be the same (for comparison)'\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m     96\u001b[0m         \u001b[0mflagLoc\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mzeros\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msize\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtrtm\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m  \u001b[1;31m# alloccating for x avgDir\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m     97\u001b[0m         \u001b[1;32mif\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msize\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtrtm\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;33m==\u001b[0m \u001b[1;36m1\u001b[0m \u001b[1;32mand\u001b[0m \u001b[0mtype\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtrtm\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;32mis\u001b[0m \u001b[1;32mnot\u001b[0m \u001b[0mlist\u001b[0m \u001b[1;32mand\u001b[0m \u001b[0mtype\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtrtm\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;32mis\u001b[0m \u001b[1;32mnot\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mndarray\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
+      "\u001b[1;31mAssertionError\u001b[0m: time data types must be the same (for comparison)"
      ]
     }
    ],
@@ -914,9 +945,9 @@
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "cmtb",
+   "display_name": "Python 3",
    "language": "python",
-   "name": "cmtb"
+   "name": "python3"
   },
   "language_info": {
    "codemirror_mode": {
@@ -928,7 +959,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.5"
+   "version": "3.8.8"
   }
  },
  "nbformat": 4,
diff --git a/testbedutils b/testbedutils
index b12bbba..6de568d 160000
--- a/testbedutils
+++ b/testbedutils
@@ -1 +1 @@
-Subproject commit b12bbba4803d0a9cb3935c7f138ed3226c3390d7
+Subproject commit 6de568dd6e881aa4e864f533133fe77ad66940cc