- InChI
- InChI=1S/C16H24O2/c1-11-6-5-7-14-9-8-13(10-16(11,14)3)12(2)15(17)18-4/h7,11,13H,2,5-6,8-10H2,1,3-4H3/t11-,13+,16+/m1/s1
- InChI Key
- VCDRMAJPDHYODA-FFSVYQOJSA-N
- Formula
- C16H24O2
- SMILES
-
C=C(C(=O)OC)C1CCC2=CCCC(C)C2(C
)C1 - Molecular Weight1
- 248.36
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- Inp : Non-polar retention indices.
- I : Polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfG° | 9.44 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -340.56 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 20.87 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 59.78 | kJ/mol | Joback Calculated Property |
| log10WS | -4.15 | Crippen Calculated Property | |
| logPoct/wat | 3.878 | Crippen Calculated Property | |
| McVol | 213.420 | ml/mol | McGowan Calculated Property |
| Pc | 1944.08 | kPa | Joback Calculated Property |
| Inp | 1755.00 | NIST | |
| I | 2275.00 | NIST | |
| Tboil | 668.60 | K | Joback Calculated Property |
| Tc | 893.22 | K | Joback Calculated Property |
| Tfus | 381.26 | K | Joback Calculated Property |
| Vc | 0.802 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [611.32; 723.73] | J/mol×K | [668.60; 893.22] | 
|
| Cp,gas | 611.32 | J/mol×K | 668.60 | Joback Calculated Property |
| Cp,gas | 632.48 | J/mol×K | 706.04 | Joback Calculated Property |
| Cp,gas | 652.47 | J/mol×K | 743.47 | Joback Calculated Property |
| Cp,gas | 671.44 | J/mol×K | 780.91 | Joback Calculated Property |
| Cp,gas | 689.54 | J/mol×K | 818.35 | Joback Calculated Property |
| Cp,gas | 706.92 | J/mol×K | 855.78 | Joback Calculated Property |
| Cp,gas | 723.73 | J/mol×K | 893.22 | Joback Calculated Property |
Similar Compounds
![1-Phenanthrenecarboxylic acid, 1,2,3,4,4a,4b,5,6,8a,9,10,10a-dodecahydro-1,4a-dimethyl-7-(1-methylethyl)-, methyl ester, [1R-(1«alpha»,4a«beta»,4b«alpha»,8a«beta»,10a«alpha»)]-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAZuUlEQVR4nO3de1iUVR4H8N87w3BX8YII6CqQ2CrgZai4WImypoSX1UifR00txGc12I3WXFdNzS5k5lqut1bxmhmVedfAlQyQcUW8YLqCgAsRphiCTHKbOfvHsWkCxGHmnPc1zu/z9EcMwzkv+J0z77znnN8rEUIAITGolD4AhOSDcUcCwbgjgWDckUAw7kggGHckEIw7EgjGHQkE444EgnFHAsG4I4Fg3JFAMO5IIBh3JBCMOxIIxh0JBOOOBIJxRwLBuCOBYNyRQDDuSCAYdyQQjDsSCMYdCQTjjgSCcUcCwbgjgWDckUAw7kggGHckEIw7EgjGHQkE444EgnFHAsG4I4Fg3JFAMO5IIBh3JBCMOxIIxh0JBOOOBIJxRwLBuCOBYNyRQDDuSCAYdyQQjDsSCMYdCQTjjgSCcUcCwbgjgWDckUAw7kggGHckEIw7EgjGHQkE444EgnFHAsG4I4Fg3JFAMO5IIBh3JBCMOxIIxh0JBOOOBIJxRwLBuCOBYNyRQDDuSCAYdyQQjDsSCMYdCQTjjgSCcUcCwbgjgWDckUAw7kggGHckEIw7EgjGHQkE444EgnFHAhE07rW1tSUlJYmJiSkpKaWlpUofDpKJRAhR+hjkZjAYJk+enJmZef36dfqIp6enVqvVarVDhw4NDw93cnJS9ggRJ8LFnRASFxe3adOmDh06TJs27dq1a9nZ2ZWVlaYn2NvbDxkyJCQkJDQ0NDQ0tFevXgoeLWJLuLjPnz9/xYoVTk5OqampQ4cOpQ8WFRVlZmaeOXMmKyvr7NmzRqPR9Hwc+NsTseL+z3/+Mz4+XqPR7N27NyoqqsXn1NTUnDt3LisrKzMzU6fTVVRUmL5lZ2fn7+9Pc6/VagcMGCDXgSM2BIr7zp07p0+fTghJTk6eMWOGhT+FA3+7QsRw4MABOzs7AFi1apXVjVRVVaWmpr7xxhtRUVGdO3c2/zMOGzasrKyM4QEjHoQY3XU6XWRkpF6vX7x48RtvvMGkTULIlStXdDrdyZMnT5w48f333/v4+Fy4cIFJ44iT9h/3ixcvPvXUU5WVlbNnz96wYQOPLhoaGjw8PCorK/Pz8/v27cujC8REO59mKioqGjlyZGVl5fjx49euXcupF41GQz/47t+/n1MXiIn2HPebN29GRUWVl5dHRETs3r1brVbz62v8+PEAsHfvXn5dINu125OZ6urqiIiI3Nzc4ODg48ePd+jQgWt3NTU17u7u9fX1ZWVlPXr04NoXslr7HN1ra2vHjBmTm5v7yCOPHDx4kHfWAcDV1TUyMtJoNB44cMCWdoxG45w5c06fPs3qwNCvKHthiIfGxsaJEycCgLe3d3FxsWz9bt68GQCioqJsaWTOnDn0yGtra1kdGDJpb3E3Go0vvfQSALi5uZ07d07OrisqKuzs7BwcHKqqqqxr4fXXXwcAR0fHr7/+mu2xIaq9xX3evHkA4OzsnJmZKX/vTz31FADs3r3bip9dt24dAKjV6s8//5z5gSGqXcX9ww8/BACNRnP48GFFDmDVqlUAMHny5Lb+4CeffKJSqSRJ2rRpE48DQ1T7ifuOHTskSZIkaevWrUodQ3FxsSRJHTp0aNOZ97FjxxwcHABgxYoVzA+prq7uxIkTWVlZd+/eZd74b047ifv+/fttXxLDxKBBgwDgyJEjFj7/1KlTrq6uABAfH8/8YPLy8nr16kVXbtrZ2fXv3z8uLm7btm0XL15k3tdvQnuI+8mTJ11cXADg9ddfV/pYyNKlSwFg9uzZljw5Pz+/e/fuADB16lSj0cj2SIqKiry8vACgX79+gYGBTWbZvLy8Jk6cuHLlyszMTHEG/vYQ9/Xr16vVagsTxtv58+cBwMPDw2AwtP7M0tLS3r17A0B0dHRDQwPbw7hx40a/fv0AICIigqb5zp07GRkZq1evjomJ6datm3n0xRn420Pc6b/riRMnlD6Qe3x9fQEgKyurlefcvHnz97//PQCEhobW1NSwPYCqqqohQ4YAwMCBAysrK1t8TllZWUpKSkJCQnh4uEajMU+/p6dndHT0kiVL0tLSfvrpJ7bHpqz2EPe//vWvAPDqq68qfSD3JCYmAsC8efPu9wS9Xh8WFgYAgYGBP/74I9ve6+rq/vCHPwDAI488cv36dUt+xHzgd3d3b8cDf3uIe2ZmJgD06dNH6QO555tvvqFpa/G7dXV1zzzzDAD4+vp+//33bLtubGx87rnn6Km5dTPKRqPx8uXLW7dunT17dlBQUPMz/qtXr7I9ZjnxjPu1ayQ1lXz7LXnQWayNDAaDp6cnAFy4cIFrRxYyGAx0lVheXl7zbz3//PMA4O7ufuXKFbb9Go3G2NhYAOjUqROrGeUmA79Go/H29v7222+ZNC4/PnFvbCTPP08GDiTx8SQykgwaRCx7V7VaXFwcACxbtoxrL5ajsVu+fHmTxxMSEgCgY8eOubm5zDudP38+ADg5OWVkZDBvnBBiNBonTZoEAG+99RaP9mXAJ+6bN5Nhw4jpakNiInnpJS4d/ezw4cMAMHjwYK69WO7gwYMAoNVqzR9cvHgxjSOPT9Vr1qyhM8qHDh1i3rgJ3b/y2GOP8euCKz5xHz+e7Njxy5dXr5Lu3bl09LPa2tqOHTsCQFFREdeOLFRbW0tXHZuOh+6lUqvVX3zxBfPuduzYQdcgbNmyhXnj5ujvJUlSSUkJ14444RP3xx8naWm/fKnXE0ki9fVc+voZfZ/9xz/+wbUXy8XExADABx98QAjZtWsXvyUxTIosWI4url6zZo0MfTHHJ+5//GPT0b1HDy4dmdm9ezcAPP3007w7stCuXbvoLE9aWhq/JTHZ2dl0Rnnx4sXMG2/Rjh07AGDEiBHydMcWn7hv2kQiI0lj470vFywgsbFcOjJz584dR0dHtVp948YN3n1Z4vbt2/b29iqVisbxtddeY97FhQsXaLkbOWeUKysr7e3t7ezsKioqZOuUFW5XZsaMISEhZMECMm4cGTCAlJcTQojRSFavJtzGodGjRwPA5s2bObXfVqYalBEREcxPdgsLC+nl1/HjxzeaRhZZ0Gms7du3y9kpEzyvu+flkS++IKdO/XLWfv48sbMjkkT27+fR4caNGwFgzJgxPBpvq2vXrrm7u5sXG2M4OW++JEb+bX70Y/eECRNk7td2ss+qrlhBAIibGyksZN729evX1Wq1g4NDdXU188bb5ObNm48++igABAUFLVq0aPTo0U2K7Dk4OISGhr7yyiuffvppaWlpmxo3LYkJDg5W5DctKyuTJMnZ2Vmv18vfuy1kifvGjSQn597/G41kwgQCQAYOJByWH4WHhwOAsvvf9Hp9aGho8yUxhYWF27ZtS0hI0Gq1KtWvakBYPvD/9NNPdIug5UtieHjiiScAYO/evUodgHX4x33bNgJAfHyI6R++upr060cACIcPWO+99x4ATJkyhXnLFjItifHz8yunn1haQifnk5KSoqOjLV+Oq1SRhebeeecdAJgxY4aCx2Bu4cKF69ate+DT+Me9vp6EhREA8uyzxLSD4fx54uxMAAjrjXZXr16li0bq6urYtmwJ05KY7t27t2lJjCUDf2pqKq3TLX+Rheby8/MBoGvXrsxX6luBbhHWaDQFBQWtP1OWk5mSEtKtGwEg77zzy4P/+hcBIE5O5OxZtr0FBgYCQGpqKttmLUGXxHTq1MmWJTGtDPwODg7Ozs7Z2dkMj9lq9MPJ8ePHlT2MnTt30im85OTkBz5Zro+qhw4RlYqo1cQ8hTNnEgDSty+xtjBLi+jSlDlz5jBs0xILFy6kS2K++eYbVm0ajcZLly4lJyfPmjXL29tbrVaPGzeOVeM2WrBgAQAkJCQoeAwHDx6ke1Pef/99S54v45WZhQsJAPHwIKay/3o9CQqqDghYPGsWw35yc3Ppymzmuz9bwXVJDEUr6Xl7e8v5e7Xi1KlTANCzZ0+ljsc0o7xw4UILf0TGuBsMZORIAkBCQ01X4mvy8z27dQOADz/8kGFXPj4+AKDT6Ri22QrTkhiuM1xGo5HeBvD06dP8erGc0Wjs2bMnAJw5c0b+3vPy8rp06QIA06dPt/z1Ju919x9+IN7eBIDMn296bN++fZIkaTQahnW//vznPwPA3/72N1YNtsK0JOa9997j3dfLL7/cpsGMN1rRUrblOiYlJSX0lT9u3Lg2fVaWfZopI4NoNHf9/dMOHDA99sorrwBAr169WC13SU9PB4C+ffsyaa0VOp2OVomR56V17NgxAOjfv78MfVkiLS0NAAICAuTstHmRBcspsFf12oYN3Zyd3dzcCn+eWG1oaHjyySfpOjsmyz8aGxvpFuNLly7Z3tr9XLx4kb6fTps2TZ7z14aGBnqt5r///a8M3T1QfX09nS1mvhHxfiwpstAKBeJuNBrpXElQUJBpBrG8vJzu71y6dCmTXmbOnAkAb7/9NpPWmispKfnd734HAGPHjpXz2vMLL7wAAO+++65sPbZu6tSpnNY2N2dFkYUmlKlEUF1dTa/axsXFmR48fvy4Wq1WqVRHjx5ta4N1dXWFhYVpaWkbN26cP39+TEyMn58fALi6ukZHRyclJWVkZDCslWVaEjNs2DCZS3Dt2bMHAEJCQuTstBWff/45AISFhfHuyPYiC0TBwhsXLlxwdnYGAPP9ZsuWLQOALl26tPL7/Pjjjzk5OSkpKUlJSXFxcZGRkb6+vk1mIltkZ2en1WoTEhK2bdtmyx6/6upqrVZL352seD+1kV6vd3FxkSSprQvLONHr9c7OziqVinkREXOsiiwoWWeG7otxdHQ0zUEaDIZRo0Z17tz566+/vnv3bpMBW6vV0uuszWk0Gl9f38jIyLi4uKSkpJSUlO3bt9N3vdYn59s68NfV1Y0cORIetCSGK3rbs/Xr1yvSe3Njx44FgI0bN/Lr4rXXXgMWRRYULqv04osv0ksot2/fJoRkZmaOHTs2ICCgyXJZcz169AgLC5syZcqiRYuSk5PT09P/97//Nf+ASydBzPfMV1dXmybnu3bter+Bv/D+K5MbGxvpDlQvLy8F94Bv3boVAJ555hn5u25sbJw7d26ThWvJycn0vY5TWW1T2X7biywoHPe7d+/SD9rjxo3btGlTRESEKYIODg5NBuycnBzLl3cfP36cnlvf7wkPXJXVZOA3Go2zZs2i76dnWa/zaZNbt27Z2dlpNBrmBfceaPbs2QDg6+tr/un83XffdXV1pX9D5kX2TGX7mRRZUL5oXkFBQadOnVxcXPz9/QEgISEhOzv7hx9+sLFZWhElOjrakiffvn376NGjS5cuHTVqlJubm3n0Tfsw6OcktktirDZ8+HAA+Pjjj+XstMVFQR9//DGdUR4+fHjzstre3t4TJ058//33rRv4mRdZUD7uhJAjR47QN2hPT896RvU5PvnkEwCYNGmSFT/b4sDv4eGhVqsPmM2OKYi+v8fExMjWY4uLgprPKFu3jr9FPIosPBRxJ4RMnjwZAJYsWcKqwU2bNgHAiy++aGM7t2/f/uqrrxITEyVJcnJyekgKQH/33XeSJLm6uspzGdQ0hJsvCjLdd2S+2ZKQJswHjiYDf+sbuDgVWXgo4l5eXk5rOTC8uPbBBx8A0+Wpjz32GADs27ePVYM2ohdDZXi3SUtLs7e3h18vCrJiRtnygZ9fkYWHIu7Lly8HgIkTJzJs86233gKABQsWsGrw7bffBoCZM2eyatBGb775JgC8xLn4pk6no2cU5ouCSktLbZxRpmW1t2zZEhcXFxgY2ORSAa03OGLECOZFFpSPe2NjI71ny7Fjxxg2+/e//x0A3nzzTVYNXrp0CR6a7WqEkIsXLwJAt27d+B2PaQh/4YUXTEO4aUb56aefZnUqZT7wd+3atWvXri4uLvTaNFvKx53Oij/66KNsV1nRNcBsS0bSf+b09HSGbdqC6116WlwUZJpR5nHfEcpoNNLtCq3f7cc6D5575239+vUA8Kc//UmSJIbN6vV6ALjfLKx16HTm3r17GbZpi3HjxgGf46moqBg5cmRJScmwYcM+/fRTejWwvr4+JibmzJkzfn5+qamprUwF2kKSpAkTJgDAl19+yb515i+gNinIz5ckycXFhfniE3qpZ9euXQzb1Ol0ANC7d++HZPvcyZMngcNdelpcFGQwGOiMcvfu3fPz89n22ERGRgYA+Pn5MW9Z4bgbEhOPBAev5bA3YsyYMcD6QoppuxqPe29YwXSXHoZ1OO63KCg+Ph7kmlFu5W4/NlL0ZObuXdXWraNycubExDBvm8fJjCRJ9FX0kJzPqFQqej7D6n3fYDBMnTo1NTXVy8srLS2NZg4AFi1atGbNGicnpwMHDtDbgnOlUqmio6OBx/kM21dP29BSM3yWSj/++OPAYXf2V199BQCBgYFsm7Xa0aNHAWDgwIFMWnv11VcBoHPnzuY3dZOhyEJzhw4dAoAhQ4awbVbRuGu1BIDs3Mmj7QEDBgCHd0PTdjXe568Wqquro1ObsbGxKSkpNs7TXb58uV+/fi0uiZG5jDinuw8pF/fsbAJAunUjfKbB+/Tpw/yPRU2ZMgUAVq5cybxlK6SkpEiSZD5JaWNZbfNZTNN8qiK/LC0/uHr1aoZtKhf3adMIAGE369kETQCPO3l89tlnABAeHs685bb697//TVdozZo1a9myZa2U1bZi4G9xPlVO9G4/rSzhtoJCcb95kzg6EpWKcNsk4eTkBAA8CpDfuXPHyclJpVIptZuJ+s9//kNPY15++WXzx5mU1W5xPlVm1dXVDg4OarX65s2brNpUKO5JSQSAcLvNhsFgkCRJpVJx+qei12c++ugjHo1bIj8/38PDAwCmTJliuP9Nya1bjqtUkYXmRo0aBb/ezWwjJeJuMBAfHwJAjhzh1EN1dTUAuLq6cmp/8+bNABAVFcWp/dZ99913dJVRdHS05XE0VVeNjY0NCAhoMvD37NkzJiZm1apVhw8fpmsT5C+y0NyGDRvoq45Vg0rE/cQJAkD8/Mj9hyUblZeXA4CHhwen9isqKuzs7BwcHKqY1i62sOv+/fsDQEhISE1NjdXttDLwq1SqwYMHy/+rNXf9+nWVSuXk5GTLb2pOoZOZnBzS9mIylisoKAA+s9Am9I4xu3fv5tdFc3q9PiwsDAACAgJu3brFqlnzgT84OHjfvn0K3ganCfr7srrkL2Pc9+whERHE35+Eh5MNG7h2de7cOQAICgri1wW9Y8TkyZP5ddFEfX09PZf18fHhWtTlobJixQoAmDZtGpPW5Iq7Tkd69SJ0qUlBAQkIIEwXbzWRlZUFAKGhofy6KC4uliSpQ4cO8pzgGgwGuujN3d39ISkQKQ/6Ru3m5sbk7kNyxX3SJLJ27S9fHj5MgoP59VZWVrZx48bPPvuMXxeEELp65PDhw1x7of7yl78AQMeOHRUppq6sgIAAAEhLS7O9KW5xLy8nJ0+SnTvJ8uWkvJwMGkTM6z+VlZEOHXh1LZelS5fCr8tccrJkyRIAsLe3V+SGU4pbtGgRAMydO9f2pmyNe01NTV1eHtm3j6xeTRISyJgxZMCAe3fVM/2XmkqeeIKY780rLibdu9vYteLOnz9Pr/+0cuXbduvWraMrtHi/WT20cnJygNFdeuzAYpWVlUXNFBcXVwwe3CU3t+mzu3YFX1/w8QFfX+jZEwYNgqwsGDHi3nczMoD/OlLegoKCfH19i4qKdDodvYDA3JdffhkfHy9J0oYNG2hdJwFptVofH5/i4uLTp0/Tha7We+ALYt68eX5+fvT+Zs05ODhcfO45Mno0mTuXrFxJ9uwhZ8+2cCe9oiLSowfZsoUUFpI9e0jPnoTDTkT5JSYmOjo6urm58SirbVoS8/BUc1cKvYOn7XUlJEJI66+H2NhYOonYuXNn32Z69+7dpFzOfX37LXz0EVy9Cr16wfTpEBrappflw+nWrVtr166l59aUo6PjkCFDQkJCwsLCQkJCvL29rWv59OnTw4cPr6mpiY+PpzXDRJaenj58+HB/f/8rV67Y0s6D415YWNjQ0NCnTx9HR0dbemrHioqKMjMzz5w5k5WVdfbsWaPRaPqWp6enVqsdOnRoeHh4cHCwhX/DgoKCoUOH3rhxY+rUqdu3b2e7af23iG7nq6iouHz5Mq0HYSUG7zTIjIVltVtZiF9aWmrFkph2b8aMGQDwjvmN19vuwaM7skVbB/5bt249+eSTly9fDgkJOXbsGNu9tr9pGRkZJ0+ejImJ8fX1tboRjLt8qqqqdDpddna2TqfT6XRVVVWmb9Ez/uDg4PT09Ly8vMDAwBMnTnAq5CIyjLtiWhz4/f39GxsbMzMzaUUNxBbG/aFQVVVFR/1nn33Wy8vL6us5qHUYdyQQ5WtEIiQbjDsSCMYdCQTjjgSCcUcCwbgjgWDckUAw7kggGHckEIw7EgjGHQkE444EgnFHAsG4I4Fg3JFAMO5IIBh3JBCMOxIIxh0JBOOOBIJxRwLBuCOBYNyRQDDuSCAYdyQQjDsSCMYdCQTjjgSCcUcCwbgjgWDckUAw7kggGHckEIw7EgjGHQkE444EgnFHAsG4I4Fg3JFAMO5IIBh3JBCMOxIIxh0JBOOOBIJxRwLBuCOBYNyRQDDuSCAYdyQQjDsSCMYdCQTjjgSCcUcCwbgjgWDckUAw7kggGHckEIw7EgjGHQkE444EgnFHAsG4I4Fg3JFAMO5IIBh3JBCMOxIIxh0JBOOOBIJxRwLBuCOBYNyRQDDuSCAYdyQQjDsSCMYdCQTjjgSCcUcCwbgjgWDckUAw7kggGHckEIw7Esj/Af5awA9StjQMAAAAAElFTkSuQmCC)
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