From 011ba692f0bcaef7eb53894c6749f80d0088b44e Mon Sep 17 00:00:00 2001
From: David Huss <dh@atoav.com>
Date: Mon, 22 Apr 2024 16:45:21 +0200
Subject: [PATCH] Increase max preamp gain to +62 dB

---
 circuitsim/circuit_sim.ipynb |  18 +++---
 horizon/top_block.json       |   4 +-
 horizon/top_schematic.json   | 105 ++++++-----------------------------
 schematic.pdf                | Bin 335519 -> 333128 bytes
 4 files changed, 28 insertions(+), 99 deletions(-)

diff --git a/circuitsim/circuit_sim.ipynb b/circuitsim/circuit_sim.ipynb
index 0d47eaf..5134b3e 100644
--- a/circuitsim/circuit_sim.ipynb
+++ b/circuitsim/circuit_sim.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 40,
+   "execution_count": 7,
    "id": "cefbdfb2-eb15-4107-b063-7ce330dc7862",
    "metadata": {},
    "outputs": [
@@ -10,14 +10,14 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Gain: 5.0\n",
-      "      32.19 dB\n",
-      "3.5999999999999996\n"
+      "Maximum Gain:           61.15 dB (×21.28)\n",
+      "                        155 mVpV becomes 3.3VpV\n",
+      "Gain at 50% position:    -1.8 dB\n"
      ]
     },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 800x400 with 1 Axes>"
       ]
@@ -68,7 +68,7 @@
     "    ax.plot(x, r)\n",
     "\n",
     "# Resistor Values in k\n",
-    "r1 = 20\n",
+    "r1 = 4.7\n",
     "rf = 100\n",
     "\n",
     "def opamp(x):\n",
@@ -80,9 +80,9 @@
     "db = 20.0*math.log(max_gain)\n",
     "\n",
     "draw(gain_curves, max_gain, f'{round(db, 2)} dB')\n",
-    "print(f'Gain: {round(max_gain, 2)}')\n",
-    "print(f'      {round(db, 2)} dB')\n",
-    "print(0.72 * max_gain)"
+    "print(f'Maximum Gain:           {round(db, 2)} dB (×{round(max_gain, 2)})')\n",
+    "print(f'                        {round(3300/max_gain)} mVpV becomes 3.3VpV')\n",
+    "print(f\"Gain at 50% position:    {round(20.0*math.log(gain_curves[500]), 2)} dB\")"
    ]
   },
   {
diff --git a/horizon/top_block.json b/horizon/top_block.json
index 4e650e6..18f4e6b 100644
--- a/horizon/top_block.json
+++ b/horizon/top_block.json
@@ -1111,7 +1111,7 @@
             },
             "entity": "3ce770af-7be0-4f72-b2af-2c8010911aaf",
             "group": "00000000-0000-0000-0000-000000000000",
-            "part": "b8e5a376-d840-4b6d-b0a6-8a06defe4729",
+            "part": "8f7cacef-5354-41de-a513-dda79afb3936",
             "pin_names": {},
             "refdes": "R4",
             "tag": "b13e618d-87f9-46c1-884b-bb02c0257db1",
@@ -1273,7 +1273,7 @@
             },
             "entity": "3ce770af-7be0-4f72-b2af-2c8010911aaf",
             "group": "00000000-0000-0000-0000-000000000000",
-            "part": "b8e5a376-d840-4b6d-b0a6-8a06defe4729",
+            "part": "8f7cacef-5354-41de-a513-dda79afb3936",
             "pin_names": {},
             "refdes": "R1",
             "tag": "b13e618d-87f9-46c1-884b-bb02c0257db1",
diff --git a/horizon/top_schematic.json b/horizon/top_schematic.json
index b6974de..209d8b8 100644
--- a/horizon/top_schematic.json
+++ b/horizon/top_schematic.json
@@ -9042,7 +9042,7 @@
                         ]
                     },
                     "size": 1500000,
-                    "text": "660 mV becomes 3.3V (Full Scale)",
+                    "text": "155 mV becomes 3.3V (Full Scale)",
                     "width": 0
                 },
                 "0ac8df65-aacf-441d-889b-8093a6d84f7e": {
@@ -9416,7 +9416,7 @@
                         ]
                     },
                     "size": 1500000,
-                    "text": "Max Gain of +32dB",
+                    "text": "Max Gain of +62dB",
                     "width": 0
                 },
                 "e6528da3-22b7-4e0d-8bd6-ece68300f05b": {
@@ -9542,7 +9542,7 @@
                 "192a7646-d308-49e4-ae20-4a9ed126781b": {
                     "position": [
                         251250000,
-                        83750000
+                        137500000
                     ]
                 },
                 "1946b3da-26b5-4ba1-85cb-488b0161c79b": {
@@ -9584,7 +9584,7 @@
                 "3d0d513b-3b19-4ee0-a40c-a4821a8700ba": {
                     "position": [
                         251250000,
-                        73750000
+                        127500000
                     ]
                 },
                 "404ae378-cb5a-45dc-83b1-7aea79bbde61": {
@@ -9599,12 +9599,6 @@
                         140000000
                     ]
                 },
-                "6cd3549e-74bf-41fa-bcab-b7f8fe318ce7": {
-                    "position": [
-                        260000000,
-                        181250000
-                    ]
-                },
                 "6ef808a8-1286-4413-a7dd-c0dce9c8b7f0": {
                     "position": [
                         245000000,
@@ -9626,7 +9620,7 @@
                 "78fadaf9-29b4-4417-be64-fcbc9792a521": {
                     "position": [
                         258750000,
-                        52500000
+                        106250000
                     ]
                 },
                 "7b1fa9ec-ad28-47fc-ac09-b36b89374d93": {
@@ -9638,7 +9632,7 @@
                 "7f39df6b-4f45-4d59-8f39-985dbb674999": {
                     "position": [
                         251250000,
-                        81250000
+                        135000000
                     ]
                 },
                 "7ff83a7e-e5f6-4275-87a8-347576643b1a": {
@@ -9677,24 +9671,12 @@
                         176250000
                     ]
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diff --git a/schematic.pdf b/schematic.pdf
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