- InChI
- InChI=1S/C12H20O3Si/c1-4-13-16(14-5-2,15-6-3)12-10-8-7-9-11-12/h7-11H,4-6H2,1-3H3
- InChI Key
- JCVQKRGIASEUKR-UHFFFAOYSA-N
- Formula
- C12H20O3Si
- SMILES
- CCO[Si](OCC)(OCC)c1ccccc1
- Molecular Weight1
- 240.37
- CAS
- 780-69-8
- Other Names
-
- Benzeneorthosiliconic acid, triethyl ester
- Phenyltriethoxysilane
- Triethoxyphenylsilane
- Silane, phenyltriethoxy-
- Triethoxyfenylsilan
- CP0320
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- ΔvapH : Enthalpy of vaporization at a given temperature (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- Pc : Critical Pressure (kPa).
- 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 |
|---|---|---|---|
| ω | 0.5469 | Relay (1.0) Calculated Property | |
| ΔfG° | -174.99 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -578.83 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 58.30 ± 0.90 | kJ/mol | NIST |
| IE | 9.04 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.66 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.942 | Crippen Calculated Property | |
| Pc | 1939.09 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 491.89 | K | Relay (1.0) Calculated Property |
| Tc | 703.21 | K | Relay (1.0) Calculated Property |
| Tfus | 226.20 | K | Relay (1.0) Calculated Property |
| Vc | 0.732 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| ΔvapH | 61.80 | kJ/mol | 425.00 | NIST |
Similar Compounds
![2,8,9-Trioxa-5-aza-1-silabicyclo[3.3.3]undecane, 1-phenyl-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAfYElEQVR4nO3deVxU5f4H8O8syL6miaCFKC6okWAWalZXKhdySzR7CabpdPVnaGWNpUlqKVe7hgsoaim8tBDXxEjFzCXvTQXTXHABMQQXSvZ1YOb7++OhuTgDCDNn5sz4fN+v+4f3nDnnfM3PPHOW5zyPBBGBED5IxS6AEPOhuBOOUNwJRyjuhCMUd8IRijvhCMWdcITiTjhCcSccobgTjlDcCUco7oQjFHfCEYo74QjFnXCE4k44QnEnHKG4E45Q3AlHKO6EIxR3whGKO+EIxZ1whOJOOEJxJxyhuBOOUNwJRyjuhCMUd8IRijvhCMWdcITiTjhCcSccobgTjlDcCUco7oQjFHfCEYo74QjFnXCE4k44QnEnHKG4E45Q3AlHKO6EIxR3whGKO+EIxZ1whOJOOEJxJxyhuBOOUNwJRyjuhCMUd8IRijvhCMWdcITiTjhCcSccobgTjlDcCUco7oQjFHfCEYo74QjFnXCE4k44QnEnHKG4E45Q3AlHKO6EIxR3whGKO+EIxZ1wRC52AcRylZaWbtu2LScnp7CwcOjQoaNHj5bLrTswEkQUuwZicTIyMjZs2PDtt9+Wl5fLZDK1Wg0AHTp0iIiIePfdd729vcUu0EAUd/I/1dXVKSkpGzZsOHz4MFsSFBQUEREhk8nWr19/8eJFAGjTps2oUaPmzJkzYMAAUYs1CBKCmJmZqVQqPTw8WCrc3NwUCsWFCxcafubEiRNhYWHa85mgoKD4+PjKykqxajYAxZ1r1dXVycnJISEh2uaPhbiioqKpTfLy8qKioh577DH2+fbt2yuVytzcXHOWbTCKO6euXr2qVCrbtm3LUuvi4qJQKM6fP9/CzaurqxMSEgICAtjmMpksNDQ0LS3NpDUbj+LOmepq3LZt15Qp2ub8ueee27x5czPNefPS09PDw8NtbGzY3vr27dv8j4O4KO7cuH4dlUps1w4BKrt1c3Z2VigUZ8+eFWTft2/fjo6O1t6xcXV1jYyMzMnJEWTnAqK4P+pqajA5GYcMQYkEARAAg4Jww4aKsjITHKomOTl54MCBLPRSqTQkJGTfvn0ajUbwYxmG4v7oysvD6Gjs2LE+5XZ2GBaGZjm9Tk9PVygU9vb2LPfdunWLiYkpM8EXrLXovrtVycyEbdsgMxPUavD1hbAwCA7W/YxGA0eOwIYNsHs3qNUAAD16wFtvwfTp8Pd9RvMoKCjYvHlzXFxcbm4uALi4uLzxxhuzZ8/29/c3ZxkPEPv7RlpszRqUydDXF6dPxxkzsE8fBMB330XtqUJ+PkZH4xNP1DfntrZma86bUVdXt2/fPu29TnaGk5ycXFdXZ/5iKO5W4vhxlErx7bextrZ+iUaDixcjAG7ciIg4YwbKZPVB9/fHmBgsLBSxXn2//fabQqFwcHBgue/SpUt0dPT9+/fNWQPF3UqMHInt2mFV1QMLNRoMCkI/P0TEpUv/15xbzKWhvuLi4piYGB8fHxZ6JycnhULx+++/m+foFHdroNGgqyuOGdPIqk8+QQDMy8PiYvzzT7NXZiC1Wp2WlhYaGiqRSFjuBw4cmJycXKv97TIN6u9uDcrKoKQEnnyykVVsYV4euLrC349ILR87g09JSbl48eKMGTOcnJxOnjw5fvx4Pz+/devWme64Juy+fP/+/cOHD2/atElnubu7u/6H7e3t7ezsdBZKpVJXV1f9Dzs6OrZp00ZnoUwmc3FxYX8ePnx4x44dDazbArEmsJl7aH+3kVbH398/Li4uOjo6KSlp1apVly9fTklJsbGxmTZtmkmOZ6JfDY1GExwc/GSjDZLpTZgwISkpyUR/NRFoNOjigmPHNrJq/nwEwFu3zF6T8NRq9ZdffgkAnp6eKpXKFIcw1X33xMTEyZMnt23bdtOmTY6Ojg1XFRUV6X++qqqqurpaZ6FGoykpKdH/cEVFhUql0llYV1dXVlYGANevX//55587dep05coV7X0AqxcaChkZ8McfoPOzNmAAFBRAVpZIZQnvqaeeunDhws6dO19//XXh926K71BpaamXlxcAJCYmmmL/zVOr1c888wwALF682PxHN5W0NJRI8P33H7jrsn49AmBsrHhlCW/NmjUA8PLLL5ti5yaJ+wcffAAAwcHBYnWWOHnypEQicXBwsJZ+2C2yaBECYP/+uHAhLlmCr7yCABgejmq12JUJqbi42NHRUSKRXLt2TfCdCx/3a9eu2draSqXS06dPC77zlhs7diwAvPXWWyLWILwTJ3DqVAwOxv79ceJE/P57sQsyialTpwLARx99JPiehY/70KFDAeCdd94RfM+tkp2dzb51Z86cEbcSwVy9KnYFZnLq1CkAaNu2bXV1tbB7Fjjuu3fvBgB3d/c/LeCRx9y5cwHghRdeELsQIZw5gwA4erTYdZhJYGAgAHz33XfC7lbIuFdVVXXu3BkA1q5dK+BuDVZaWtq+fXsA2L17t9i1GC0iAgFw7lyx6zCT9evXA8CLL74o7G6FjPuiRYsAoFevXvqPgkXp/oaIsbGxAODr6yv4z6JZFRSgnR1KpZidLXYpZlJWVsYeGl66dEnA3QoW99zcXHZ//eeff9ZZpVKpAgMDFy5cWKXTw0k4KpVq9erV+/fv11leV1fXu3dvAPjyyy9NdGhz+PxzBMCRI8Wuw6zeeecdAHjvvfcE3KdgcWcPBSZOnKi/ij0q69q1q+ma2C1btrBD1NTU6KxiIwS5ublZwuWEIWpr699IOnRI7FLM6ty5c+wfTsAXvYWJ+08//QQADg4Of/zxh86qu3fvsn4vP/zwgyDHalTzrTi7WfR///d/pivAhHbsQAD087Pkbr0m0r9/f2EfVgoQ99ra2j59+gDAsmXL9NdGREQAwEjT/xA304pfvnxZLpfLZDKdYbGsw+DBCICWcfVvZl9//TUADBw4UKgdChD3lStXAkCXLl30z1X+85//SCSSNm3aXDXLPeNmWvEZM2YAwPDhw81QhpAuXkSJBJ2dsaRE7FJEUFlZyfrPCvX+h7Fxv3fvnpubGwDoXyaq1Wr2YzR//nwjj9JCly9ftrGxabQVLygoYHUeOHDAPMUIY/p0BMDISLHrEM2cOXMHDoxYsECYDgXGxn3KlCkA8Morr+iv2rBhAwB07NixvLzcyKO03MyZMwFg2LBh+quWL18OAD179jT1KzOCKSpCR0eUSDAzU+xSRHP5MgKgqysKEiKj4p6eni6VShs9VyksLGzXrh0AbN++3ZhDtNb9+/fZMLY//vijzqqamho/Pz8AWLdunTlLMtyKFQiAr74qdh0iGzAAAfDrrwXYleFxV6vVzz77LAB8/PHH+mtnzZoFAIMGDTJ/p8gVK1Y01Yrv3LkTANq1a1dcXGzmqlpNrUZfXwTAlBSxSxFZQkJ9T1DjGR539laet7e3/uhQFy9eZHdCWj6irIC0rXhcXJz+2sGDB5uot52wUlNSwgcOPDtkyCPWv9cAVVXo4YEAmJFh7K4MjHtJSYmnp2dTnXhefPFFAIgU7wJr165dTbXiZ8+eZSdg169fF6W2Fnr55ZcB4N///rfYhViE995DADS+l62BcY+MjGQ3RPXPVb777jsAeOyxx/766y9jqzMCa8U//PBD/VXsUcC4cePMX1ULXbt2jb2eYuZRh/Tt2LHj6NGjsbGxYvV6Yq5cQYkEnZyMvR9rSNwvXbrE7vedO3dOZ1VFRQV7HXsjG9pKPNpWXP+lmLy8PNa95/jx46LU9lDsykfcdways7OHDx/O+p0DQN++fTOMP5kwwgsvIACuX2/UTgyJ+yuvvNLU05xPPvkEAAIDA9UWcMY5efLkplrxzz77jP0TWkKdOkpLS1lnQFGufBBRpVLFxMSwFoFN0vTEE08AgFwuVyqVpuvn17xvv0UADAgwaietjntycjIAeHh46J+rZGVl2dnZSSSS//73v0YVJZD8/Hz2b3bs2DGdVZWVleyfUJSXx5u3evVqU3T1bqFjx45pR+gNCwu7d+8eIlZUVCiVSplMxh6f//TTT+YvrKYGH38cAfDUKcN30rq4V1ZWstH94uPj9deGhoZa2uuhzbTiCQkJ7M6SOZ+CPZRGo+nRowcA7Ny508yHvn//vkKhYKPY+fn5HdLrgHny5MlevXoBgEQiCQ8PN/91xUcfIQBOnWr4HloX9wULFrD06F+4HDx4EACcnZ1v375teDlC07biCQkJOqs0Gg0bn+Ozzz4TpbZGsf+M3t7eJhpXqFEajSYhIYFNpmdvbx8VFdVUV22VShUdHW1rawsAnp6eO3bsMFuRiJidjVIp2tsbPrZxK+KenZ3NzlX0r/Bqamq6d+8OACtXrjSwEJNJTExsqhVnPdjs7e0tZ3wO9gu5dOlS8x3y7NnqoUO9nZ0BYMSIETdu3HjoFteuXWP3mgEgNDT0lhnHMAsJQQBcs8bAzVsR95EjRwJARESE/qply5axB5nmbJNaSKPRsJ5qjbbi48aNA4DJkyebva5G3Lx5UyaT2drasjNmkyspwdmz2ajw5157bdeuXS3fVKPRxMfHs0tqV1fXmJgY81z0s87/PXsauHlL437o0CF2rpKfn6+z6s6dO+yvbbGdDbWtuP7bJzdu3LCEUXEYNhyVmb57+/Zhp04IgHI5RkZiaakB+7h9+zYbz4d1GMk0fVe22lr08kIA/OUXQzZvUdy15yorVqzQXztx4kQAGNvogJ0Wg7Xijf40ffjhhwAwYMAAc3bvUalU2uuf2trau3fvFhUVsc5tJv/iZWfjsGH/m4XP6HF49u3bx6aYtLOzi4qK0n9/UliLF+Obb+LFi4Zs26K4s66zfn5++lcwv/zyC2s4W3LOJ6IbN26wCw/9MJWWlrIOEa36NTeMRqP54osvfH195XK5XC7v3bt3YmLi+fPnASA2Ntbb2/u5554T5kiNXmuqVBgTg46OCIBubhgTI1SHnKKiIu1dnT59+vz666+C7LZRN2+i/oStubnYkhPAh8dd+7Jpamqqzqq6urqnn37a0m5uNOWjjz6CJkaujIuLM8/4HOye+rRp01JTU1NSUhYuXJiUlFRaWrp///6CggKVSmXsRfOhQ/iPf6CdHQKgoyOGhqL26338OHbrhgAokeDkyVhQYPxfR8exY8fYWYBUKlUoFKUGnSA9FDuZ2bfvgYVdu2J4+MO3fXjcJ02aBACjGxu/auPGjQDg4+NTWVnZ0mLFo23F9W9p19XVsddtGz1bE9Azzzzz7LPP6i8X5jrvm29QKsUhQ3D7djx2DBMS8Omn0dYWWTt14AACYLduJp2Lr7KyMioqik024ePjY4rLOS8vlMnQxwcbDlAgTNzZuYqdnV12YwP6lJWVzZs3b+/eva2rVzzr1q2TyWRRUVH6q9ib3c7Oznfv3jVdAV27du3Tp49OuNnJjP77KK1z9y7a2+OoUQ+cn1RUYGAgenrWz2G2cyea5dbZ+fPn2TMN9mi2QNBfEi8vnDABHR1x3rz/LWxh3B8ynUFWVtbYsWM9PDyOHj3azMeshVqtzszMZEN06Hv11VcPHTrk7e3NfgQYuVzu7Oys/2FXV1epVHdmKzs7O+1U0Vpsyp3AwMDx48dHRkauWbNmyJAhSqVyyJAhbA+///57QEDAjz/+6O3tfeXKFVtbWwcHB2dnZ1tbWxcXFzaNT6OHe8Dq1TB7Npw7BwEBDyzfuxfGjIHdu2HMmOY2F1pdXV1sbOyCBQvKy8vd3d2jo6MVCoUge/b2hvHjwcMDFi+G9PT6v66fHwQHQ2LiwzZu/tuQkZHB+hVmZWUZ9ZW0BtOnT9cPq1BY34rKysrZs2eza6Ennnhi6dKlKpVK27p//vnnTW3ez98fbWzQ3R07dkRfXwwKwuBgDAnBMWNwwgQsL8eICJTJUP813Js3EQDN9Xa8jhs3brCO+wAwdOjQnAevMauqqgoLCwsLC/Py8rKzs7Ozs8+fV6WnY3o6HjmCaWmYloY7dmByMm7fjvHxyOYf8vLCOXOwshI7d8ZBg+pH32lh6/6QqcgCAwPffPPNrVu3zp8/PykpSbh/fYuTlZWVmJhYW1u7ZcuWhs2/dg4cHSUlJRqNRmdhM1PusGsDe3v7mJiY6OjolJSUuLi4Tz755Pbt29OnT2ef7NWrV1hYGNtJSUmJSqUqKyurrKysqamxl8uhthaKiqCxqX7gm2+gsBDatwe53j+otzdIJFBY2Kr/GkLp3LnzwYMHt2zZMnfu3AMHDjz//PMVFRW1tbXl5eVNfD4zJ6dHU3vz9YUJE+r/bG8Pq1bByJGweTNMndrSeh4+8150dPSePXu2b98+a9asQYMGtXTH1mb27Nk1NTVvv/026zZsUnZ2dmFhYePGjRsxYsSmTZvefvtttnz06NGjR49ucjOVCioqoLwcVCooLobqaqiqgtJSUKnA3h7s7aG4uJGtiosBEUz2q/VQEolkypQpw4cPnzNnjq2tLeuZx7DTNmgw72K3bhIPDwAAFxeQyQAAXF2BncS5u4POlI2vvQYjR8K8efD3k64WaMlP0qeffgoA/fv3F2vyGVPbt28fALi4uJi5f9ucOXPkcvmZM2fA+EtVNp+w/nX2qVMIgI31YDW/ysrKwsJCI29QspMZJicHHRzwgw9aejLTommE582b16lTp9OnT3/77bct/h5ZDZVKxSY+WLx4cYcOHUx6rISEhJycHPbnK1euJCUlBQQE6M8Ra4gRIwAA9P+Btm4FuRyGDRPgEEazt7d3d3dv9NLfMD4+MH8+rF0Lf/3Vsg1a+JXavHkzAHh7ews4HKuF+OKLLwDA39/f1P3bqqqq2NsCXl5ePj4+MpnsySefPH36NLtUTUhIUCgUM2bMMPwAoaHo6IjapwpqNcbGokyG774rSP0WomHrjog1NdijR/2kbA/V0rir1ep+/foBwJIlSwwq0kLdunXLyckJAA4ePGiGw6nV6lOnTiUkJKxatSo1NZV1L6murr506VJmZqZMJrOzszP8tYmSEhw1CgHQywuDgrBtW5RK8Z//NM+9drPRiTsipqUJHXf8e/ZGJycn/U6R1mvChAkAEBYWJnYhiIjDhg0D498ZOH8eY2Nx6VLcsAEte3ARwxQWov4ZRlFRi0bVa93bTGPGjAGAKVOmtGori3XixAnWvy1Hv8+RGPbu3QsA3bt3f1RvCQhi1CgcPx5v3jRk29bFXTt7Y3p6uiFHsyR1dXUBAQFgSZNr19XVsVcNjx49KnYtFiorq/79PcMGMWrRnRktX1/fWbNmaTQadivDqsXFxZ0/f97X15f1d7cEMpmMjagcHx8vdi0Wau1a0Ghg4kR47DGDtm/t96OoqIiNs7Nnzx5Dvl+W4f79++xNZEvr33br1i2ZTNamTRszvb9nVSoq0N0dAdDgcwtDhlVau3YtWPnsjey5fUhIiNiFNIK9E7x8+XKxC7E4cXEIgIMGGb4HQ+KunffLSgfszMjIYC2oGd6tNMAPP/wAAF26dLHAEc7E1acPAtR3FDOMgUOipqamgnXO3qjRaJ5//nloYrRUS6BWq9nTqDRTvodhdX76CQGwQwejniIYPr47m/dr1qxZhh9cDGwG1vbt21vyjAZLliwByx6j2PzGjEEAXLTIqJ0YHnc2e6NcLr9o2EvhYigtLWW9YixwaMiG7ty5Y2NjI5fLH6Unesb44w+Uy7FNG7xzx6j9tO5GZEM9e/acNm1aXV0de+XZKixatOjOnTvBwcHsBVyL5enpOXLkyM4uLvm7d4tdi0WIi4O6OggLgwbvmRnEmO9KQUEBezHHYgdUaohNQ2khIyg9VMGRI2hnhz4+NFlNdXX92L/GD+dh7ESTVjR7I7vYEHeOgFbQaNDPDwFQb7wT3nzzDQJgYKAAuzI27tp5v9YbOa+Cie3evRsA3N3drelWUnQ0AuCoUWLXIbJ+/RAA9YZwNoQAk8Tv2LEDLHv2xsrKys6dOwNAbGys2LW0xp9/oq0tymSoN7QlP375BQGwXTsUZNIQwy9VtcaNGzd48OA///xz6dKlxu/NFJYvX56Tk9O7d2+hxn4wk7ZtYfRoUKth82axSxHNN9/UAMD06WBnJ8TuBPjKWPbsjbm5uWzKGqvsZnjkCAJgx44o6sR3Yrl9+7a9vfPAgStzc4W5XhegdQeAvn37Tpo0SaVSsanILMp7771XUVExceLEF154QexaWu+ll8DfH/LyIDVV7FJEsH79+qqqsg4d/tOpkzBBfcgoYi2Xn5/fvXv3ioqK48ePs6f0+qqqqoKDg+V6Y6E0NVKXk5OTjY2NzkI2KJf2/3bt2rWZHrxHjhwZMmSIg4NDZmYm60pufVauhA8+gBEjYP9+sUsxq9raWh8fn9u3bx87dozNkisAQX4jmKioKGh29sbS0lJhim5g8ODBTdVTW1vLBjNatmyZgH9Nc/vrL7SzQ6m0kWGeH2lbt24FgN69ewv4bpdgrTsAVFVV9ejRIzc3NzExMTw8XP8DGo3mwoULdXV1OsubGqmrvLy8trZWZ6FarW74tenQocNrr73WaD1fffXV+++/36VLl0uXLrHZs6xVeDhs3QoLFsCSJWKXYj7BwcG//vrrhg0btKOsCUCo7w1jObM33rt3z83NDQD2798vbiUCOHECAdDT8xEbU6AZGRkZAODm5iZskASOu3b2xkVGdl0z2ltvvQUAoaGh4pYhmN69EQBNP7+IhYiIiACAuXPnCrtbgeOOljF745kzZ9iN0atXr4pVg8ASE/HTTzEvT+w6zKGgoMDOzk4qlTY6q4AxhI87Ir7++usg3uyNarWazSz58ccfi1KACVVU4IkTmJqKp049wic2bODvkSNHCr5nk8Rd3Nkb2RQ63t7eZWVl5j+6qdTWolJZP+mSVIoA6O6Oq1aJXZbwamtrO3XqBAD6s9Qb7+EDXhugc+fOkZGRK1asGDx4cMMJAtx1RiwGgAaDHTekc3Ndy9HRUX8AUZlMxiZ2BQCVSrVr1y4AWLFiBRsN7xExYwZs3gyLF8M//wkeHnDrFixZArNnQ3U1WM/7Bi2xd+/eW7du+fn5hYSECL93wb9ATHFxsVjDBQ8ePHjSpEmP1EBcZ88iAC5cqLv89dcNH2HIUrEnSmvXrjXFzoW8764DEYsfHGC/qLGZJ9jsFDoL2YwX+h+uqKhQqVQ6C3Vu2/v5+b300kuG1WyhFiyAL76A/Hzw8npg+c8/wz/+AYmJ0NhTDmt08eLFp556ysnJKS8vT/uLLSCTnMwwEolE5+yl0ZMZ8nCZmeDoqJt1AOjWDQDg8mXzV2Qiq1evRsQpU6aYIutg0rgTwVRUND5IXNu2AABNzHNkXW7durVx48Y9e/ZIJJKZM2ea6CgUd2vg6gr37gEiSCQPLL9zBwB0pyyyKmq1+sCBA/Hx8ampqWq12sHBITU1lU29bQrC9KskpvXUU1BTAzdu6C5npzEBAaBSwaRJcOAAmOxKTHB3797917/+5efnFxoampKSIpPJwsLCvv/++1dffdWERzXF9S8R2PXrKJWizghWajWGhKCHB5aX47ZtCIAA2LUrRkejwfN/mJ5arU5LSwsLC9N27e7atWt0dLSwM2s3heJuJdjEeu++i5mZWFSEGRk4ZgxKJMjGhyouxpgY9PGpD72TEyoUeOGC2EU/oLCwMCYmpkuXLizlMpksNDQ0LS3NnLeMKe5WQqPBr76qH2+F/a9LF90eY2o1pqVhaChKJPWfGTgQk5MbmUrbvNLT0xUKhfaBo7e3t1KpFKVLFcXdqqjVmJmJp05h832nrl7FyEh0cqoPvZcXRkWh2UccKSoqio+P105BLpVKQ0JCkpOT68R775bi/ugqKcH4eOzZsz70trYYHo6//WaGI7PmnM2IDQBeXl5KpfKmYdMpCYri/qhTq/GHH3Do0PqOZQD4/PMn9+wxxSSyJSUl8fHxbMarhs255YwwR3HnRlYWKpXo4ZHfvr2NjY2np6dSqcwTqAM9a87ZACcAwHZ+48YNQXYuIIo7Z8rKft2yxd/fn+XS1tZ20qRJp06dMmxnpaWl8fHxffv21WnOTT3/uMEo7pw6ceJEWFiYdhCUoKCg+Pj4ysrKFm5+6dKlyMhIbRdrd3f3yMjIrKwsk9ZsPIo71/Lz86OiothUigDw+OOPK5XKP5oekrKqqio5OblhT/TWfk/ERXEnWF1dnZCQ8PTTT2vPSdgDoIafyczMVCqVHh4e7DNubm4KheKChT3JeigT9ncnVicjI2PVqlVJSUlseJ8ePXpMmzatffv2CQkJhw8fZp8JCgpSKBSTJk3S3me0IhR3ouvu3bsJCQlr1qzJz88HAIlEgoguLi5vvPHGzJkztfcZrRHFnTSupqZmx44dp0+fVqvV/fr1mzBhgjU25zoo7oQj1N+dcITiTjhCcSccobgTjlDcCUco7oQjFHfCEYo74QjFnXCE4k44QnEnHKG4E45Q3AlHKO6EIxR3whGKO+EIxZ1whOJOOEJxJxyhuBOOUNwJRyjuhCMUd8IRijvhCMWdcITiTjhCcSccobgTjlDcCUco7oQjFHfCEYo74QjFnXCE4k44QnEnHKG4E45Q3AlHKO6EIxR3whGKO+EIxZ1whOJOOEJxJxyhuBOOUNwJRyjuhCMUd8IRijvhCMWdcITiTjhCcSccobgTjlDcCUco7oQjFHfCEYo74QjFnXCE4k44QnEnHKG4E45Q3AlHKO6EIxR3whGKO+EIxZ1whOJOOEJxJxyhuBOOUNwJRyjuhCMUd8KR/wcrfgKBVRj0mwAAAABJRU5ErkJggg==)
Find more compounds similar to Silane, triethoxyphenyl-.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- NIST Webbook
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