diff --git a/bench/qc_simulation/analysis/Notes.md b/bench/qc_simulation/analysis/Notes.md
new file mode 100644
index 00000000..925ff696
--- /dev/null
+++ b/bench/qc_simulation/analysis/Notes.md
@@ -0,0 +1,18 @@
+# Benchmark analysis scripts
+## Usage
+### Compression tests
+
+1. `compression_scaling_analysis` - print nicely formatted data from each json in glob provided as first argument
+2. `Compression_quality.ipynb` - notebook to analyze quality and scaling of compression
+
+## Tracktable maxcut_qaoa instances
+
+M29
+`data/preprocess/qaoa_maxcut/
+
+ - p=1 N=256
+ - p=3 N=64
+ - p=5 N=42
+ - p=6 N=
+
+With compression:
diff --git a/bench/qc_simulation/analysis/Single_contraction_memory_trace.ipynb b/bench/qc_simulation/analysis/Single_contraction_memory_trace.ipynb
new file mode 100644
index 00000000..36cdeff1
--- /dev/null
+++ b/bench/qc_simulation/analysis/Single_contraction_memory_trace.ipynb
@@ -0,0 +1,306 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 85,
+ "id": "4d3c6bf2",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "from pandas import DataFrame\n",
+ "import json"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 384,
+ "id": "d880b3c0",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ " filename = \"../data/simulations/sc23_node/3reg_N42_p5.jsonterms_Otamaki_60_M30_cM24"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 385,
+ "id": "719ec3d2",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "dict_keys(['time', 'elapsed', 'memory', 'memory_history', 'nvmemory', 'result', 'compression'])"
+ ]
+ },
+ "execution_count": 385,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data = json.load(open(filename))\n",
+ "data.keys()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 386,
+ "id": "96d9fb8f",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " mem | \n",
+ " cupy_bufsize | \n",
+ " nvmem | \n",
+ " tensors_sizes | \n",
+ " nvmem_shift | \n",
+ " tensor_count | \n",
+ " width | \n",
+ " mdelta | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 | \n",
+ " 0.269103 | \n",
+ " 0.000668 | \n",
+ " 0.93166 | \n",
+ " [2] | \n",
+ " 0 | \n",
+ " 1 | \n",
+ " 2 | \n",
+ " 0.930992 | \n",
+ "
\n",
+ " \n",
+ " 1 | \n",
+ " 0.269103 | \n",
+ " 0.000668 | \n",
+ " 0.93166 | \n",
+ " [2, 2] | \n",
+ " 0 | \n",
+ " 2 | \n",
+ " 2 | \n",
+ " 0.930992 | \n",
+ "
\n",
+ " \n",
+ " 2 | \n",
+ " 0.269103 | \n",
+ " 0.000668 | \n",
+ " 0.93166 | \n",
+ " [2, 2, 2] | \n",
+ " 0 | \n",
+ " 3 | \n",
+ " 2 | \n",
+ " 0.930992 | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " 0.269103 | \n",
+ " 0.000668 | \n",
+ " 0.93166 | \n",
+ " [2, 2, 2, 2] | \n",
+ " 0 | \n",
+ " 4 | \n",
+ " 2 | \n",
+ " 0.930992 | \n",
+ "
\n",
+ " \n",
+ " 4 | \n",
+ " 0.269103 | \n",
+ " 0.000668 | \n",
+ " 0.93166 | \n",
+ " [2, 2, 2, 2, 2] | \n",
+ " 0 | \n",
+ " 5 | \n",
+ " 2 | \n",
+ " 0.930992 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " mem cupy_bufsize nvmem tensors_sizes nvmem_shift \\\n",
+ "0 0.269103 0.000668 0.93166 [2] 0 \n",
+ "1 0.269103 0.000668 0.93166 [2, 2] 0 \n",
+ "2 0.269103 0.000668 0.93166 [2, 2, 2] 0 \n",
+ "3 0.269103 0.000668 0.93166 [2, 2, 2, 2] 0 \n",
+ "4 0.269103 0.000668 0.93166 [2, 2, 2, 2, 2] 0 \n",
+ "\n",
+ " tensor_count width mdelta \n",
+ "0 1 2 0.930992 \n",
+ "1 2 2 0.930992 \n",
+ "2 3 2 0.930992 \n",
+ "3 4 2 0.930992 \n",
+ "4 5 2 0.930992 "
+ ]
+ },
+ "execution_count": 386,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "c_hist = DataFrame(data['memory_history'])\n",
+ "c_hist[\"nvmem_shift\"] = c_hist[\"nvmem\"] - c_hist[\"nvmem\"].min()\n",
+ "c_hist[\"tensor_count\"] = c_hist[\"tensors_sizes\"].map(len)\n",
+ "c_hist[\"width\"] = c_hist[\"tensors_sizes\"].map(max)\n",
+ "c_hist[[\"nvmem\", \"mem\", \"cupy_bufsize\"]]/=1e9\n",
+ "c_hist[\"mdelta\"] = c_hist[\"nvmem\"] - c_hist[\"cupy_bufsize\"]\n",
+ "\n",
+ "c_hist.head()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 387,
+ "id": "a4888270",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(800.0, 1100.0)"
+ ]
+ },
+ "execution_count": 387,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
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+ "