- InChI
- InChI=1S/C10H16O2Si/c1-8-5-9(11)7-10(6-8)12-13(2,3)4/h5-7,11H,1-4H3
- InChI Key
- ZOECTCXRAQEVEL-UHFFFAOYSA-N
- Formula
- C10H16O2Si
- SMILES
- Cc1cc(O)cc(O[Si](C)(C)C)c1
- Molecular Weight1
- 196.32
- Other Names
-
- Orcinol monohydrate, trimethylsilyl ether
- Orcinol, tms derivative
- 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).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- Pc : Critical Pressure (kPa).
- Inp : Non-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 |
|---|---|---|---|
| ω | 0.6013 | Relay (... Calculated Property | |
| ΔfG° | -147.14 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -450.46 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 70.29 | kJ/mol | Relay (... Calculated Property |
| IE | 8.48 | eV | Relay (... Calculated Property |
| log10WS | -2.14 | Relay (... Calculated Property | |
| logPoct/wat | 2.914 | Crippen Calculated Property | |
| Pc | 2542.71 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1420.30; 1420.30] |
|
|
| Inp | 1420.30 | NIST | |
| Inp | 1420.30 | NIST | |
| Tboil | 536.97 | K | Relay (... Calculated Property |
| Tc | 731.55 | K | Relay (... Calculated Property |
| Tfus | 347.89 | K | Relay (... Calculated Property |
| Vc | 0.604 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Benzene, 1-methyl-3,5-bis[(trimethylsilyl)oxy]-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAdp0lEQVR4nO3deVRTVx4H8F9CWCIgwVQ2RW0Q2QZQwXFD64LacZlBLLaM4ogoYntOl+NRnNqKWzV2tGqn0xasVm3VEQoqPS41jLWloG3BDUEWAQEFUfYlYUly54/X0hiRNXmL7/c5/jHnJeT+0vnm5r6X++4VEEIAIX4QMl0AQvTBuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCMewbgjHsG4Ix7BuCNaLVu2LCoqqrq6mpHWBYQQRhpGPKRWqy0tLdVqdVNTk1gspr8A7N0RfYqLi9va2pydnRnJOmDcEZ3y8/MBwM3NjakCMO6IPlTcR40axVQBGHdEn4KCAgBwdXVlqgCMO6IP9u6IRxiPu3EvRLa0tJibmwsEAuM1gbhCpVJZWVmJRCKlUmliYsJIDUbs3bdv3+7k5PTjjz8arwnEIfn5+VqtduTIkUxlHYwa9/b29tra2gMHDhivCcQhjI9kwKhxX7lypYmJSWJiYk1NjfFaQVyRl5cHz3HcnZ2dZ82a1dLS8vXXXxuvFcQVjF+FBGNfmVm1ahUA4HgGATsGM8a9MqNWq4cNG1ZRUXHlypUJEyYYryHEflKptKam5uHDh/b29kzVYNzeXSQSLVu2DLCD572qqqqamhobGxsGsw40/MwUGRkpEAhOnjzZ0NBg7LYQa7FhJAM0xF0mk02bNq25ufnEiRPGbguxFl/iDnjCithxWQboifuiRYsGDx6cmZl57do1GppDLMSj3t3MzGzJkiUA8MUXX9DQHGIhlsSdpntVc3NzPT09Bw4c+ODBA0tLSxpaROxBCLGyslIqlfX19QMHDmSwEpomALu7u0+cOLG+vj4hIYGeFhF7lJWVKZVKR0dHZrMOdM53xxNW3mLDbBkKfXF/9dVXJRJJenp6dnY2bY2iZyorg2vXoLKShqZYMnAHOuMuFotDQ0MBT1gZp1CAuzsMGwZTp4KDA4wbB5mZRm2QugrJr7gDQFRUFAB89dVXLS0tdLaL/vDLLzBvHsydC48eQVMTlJaCiwvMmAHFxcZrkz29OxB6+fn5AcDx48dpbhf9Zu5c4udHtNo/jiiVxMmJrF5tvDZdXFwA4M6dO8ZroofovjWbzhPWhoaGuLg4f39/hUJBQ3McoFbD999DaCjo3j0sFsOiRZCSYqQ2tVqtVCqVSCQymcxITfQCzR+vxsZGa2trgUCQn59vvFbS0tLCw8M7LvAvW7bMeG1xyePHBICcPKl/fPduYmFBCCFXr5I7d0hrq5Ha1+p+qzCB7t7dysoqJCSEEHLw4EGDv3hdXV1cXNzo0aMnT5785ZdfNjc3+/n5xcbGfv755wZvi5NMTQEAVCr94yoVmJkBAKxYAR4eYG4OTk4waxasXg27dsG330JREWi1vWqqtbV106ZN7u7uEonE3d09JiamoqJCKBTeuHHDEO+kr+j/hF25cgUA7O3t29raDPWaGRkZkZGRAwYMoN6Ug4NDdHR0QUGBoV7/+WFnR959V//gkiXE358QQoKCiIsLEYkIgP4/sZj4+pJXXtny/vuHDx++cuVKVVVVF+1ER0dLpdJjx45du3bt9OnTBw4caGtru3r1anNzs9HeW/cYiDshxNfXFwASExP7+To1NTWxsbF/+tOfqJQLhcLAwMD4+HgDfpCeN2vWEHt70tT0x5GyMmJhQXbt+uNIWxspLCQKBYmNJW++SQIDiUxGBAICUG1rq9tX2tra+vn5hYSEREdHHzlyJCMjo7GxkXoNT0/PtWvX6rbc0tJy9uzZhoYGOt7mMzAT9/379wPAyy+/3Lc/12g0CoUiJCTEjPoKBnBycoqOji4qKjJsnc+hykoybBgZP56cPEl+/ZUcPUrc3MjYsUSp7OYP6+tJRkZ1QsLmzZtDQ0P9/f07nREgEAhmzJhBCPHz8/Pz86uuru54gfLycgC4fv26Md9eN5iJe21t7YABA4RCYXFxca/+sLy8XC6Xd5zjm5iYUN15e3u7cSp9HlVUkDVriExGbG2JuzuJjib19X17pZqamoyMjPj4+JiYmJCQED8/vwEDBgQFBRFCFAqFtbW1jY1NREREeno60Yl7aWnpgwcPDPmOeoyZuBNCVqxYsXjx4ry8vJ48uaM7F4lEVNCHDh0aHR1dUlJi7DqfH2lpRKUydiNqtbq2tpb635WVlXv37vX39weAt956qyPuy5cvBwBzc3NPT09qIBQbG5uamlpXV2fs8hiLO6Wqqio3N7epqYkQ0tjY+PPPP2s0Gt0nlJWVyeXy4cOHUyk3MzMLCQlJTk5Wq9UMlcxN164RsZiMG/fEqJ0uO3bsEAgEGRkZVNyjoqJeeOGFTi+c2NnZTZ06NSIiYteuXUlJSdnZ2S0tLQashLG45+bmjhs3DgBMTU1FItH69eup1SSpc53W1tbk5OSQkJCO9QRHjRoll8srKyuZKpjDqquJTEYAjPrTaReou9guXryoO3avra2lBkJyuTwsLMzPz8/a2rrTz4Cjo2NgYGBkZKRcLk9OTi4sLOxzZyd61gVKYwsPDx8wYEB5ebmjo2NhYWF9ff3YsWM1Gk1ra+u6deuOHj366NEjABCLxSEhIStXrpwyZQpTpXKbVgtLlkBREUyYAPv309bsJ598MmXKFC8vr7q6OrlcLpVKR44cqfsEiURCnc7qHqytrc3Ozs7JySn6XXZ2dkVFRUVFhe7TzMzMhg4dKpPJPD09vby8ZL/rviyDfYR7Q61Wi0Si2NhY3YMlJSWbN29ubW2l5hJ5eHjI5fKuL+6i7q1bRwCIvT0pK6Otzba2tuDgYAsLCypjbm5uP/zwQ2VlpYODw+3bt3v7Urm5ucnJybt3746MjJw+fbqTk1OnSaZOkbvG2EaTw4cPl0gkJ0+edHd3p46kpqZOnTq1sbExLS3N1tb2z3/+MyOFPVdOnYJFi0AkAoUCXnqJ5sY1Gk1FRYWZmZmdnZ1hX7m1tfXu3bu6XwJZWVmLFy/++OOPu/nLPn5+++1///vfkCFDBAJBQEDAkSNHNBqN7tgdGcCdO2TgQAJAPvmEqRJmz54dERHRarRJOLp60goDce84z1Cr1RcuXFiyZIlAIFi9ejXG3ZBqa8nIkQSALF3KVAnUgHvQoEFMFfA0+uJeX18fGxs7duzYXbq/VxNCCNm5c6dIJEpJScG4G4ZGQ+bNIwBk9GjC3ByVH374AQAmTpzIVAFPo+PKTHp6+oEDB+Lj45VKJQCYmZmtX79e9wlOTk6EEG0v59yhZ4qJgbNnQSqFpCT4fdoc/Vh0E9PvjBj3urq6+Pj4Tz/99ObNm9QRPz+/yMjIsLAwpVK5fPnyoKAgV1fX0tLSmJiYl19+ueNEHvVLcjLs2AEmJnD8OLz4IoOFsGShPF1GiXtmZmZcXNzXX39NdecODg7/+Mc/Vq1aRd3EBQB1dXWurq579uwpKyuzsbGZN2/e1q1bHz58uGDBgo5pAqgP8vPzD8jluwYPFq5fD7NnM1sMe9bb+IMBB0YPHz7ct2+fl5cX9cq9nY7b3t7++PFjA9bDNw0NDR4eHgCwPiKC6VoIIYQq5saNG0wX8gcDxL1j/pYpdbNMn6bjKhQKR0fHpcxdRuA6rVb7yiuvAICPj08TExNj9KjVampLXTYU06FfcX/w4IFcLn/x9wFif6bjlpaWmpiYWFhY6M6QRj23bds2ALC1tb179y7TtRBCyN27dwHA2dmZ6UKe0Je4Pz0d19nZuf/TcefMmQMAH3/8cX9ehJ8uXrxoYmIiFArPnj3LdC2/OXfuHAAEBgYyXcgTehd3ajrusGHDqJRT03EVCoVB7jD/5ptvAMDb27v/L8WU9vb2+Pj4adOmTZkyxXizWPUUFxdLpVIA2LFjh/Fa6a19+/YBwOuvv850IU/oUdxbW1vj4+Pnz5/fMR3Xzc1NLpc/evTIgKW0t7c7OjoCwNWrVw34snRau3YtAHR6ccmAs1h1KZXKMWPGAMDf/vY3xpe10PXGG28AwN69e5ku5AndX/V79913v/jii8ePH8Pv03FXrVoVEBDQi6s/PSMSicLCwj788MMDBw6MHz/e4K9vbCdOnNizZ4+pqenp06cHDhxoxFmsOsLDw69fv+7m5nbkyBGB7mJJTGPhb0wAPbgQSZ3ve3p60jAd9+7duwKBwNLSsr6vd08y5ebNm9QqTp999tnTj7a3txcWFioUitjY2DfffDMwMFAmkwmFnSzyQ80C1723v4tb9z/88EMAsLa2zs7ONuab6wtqxMu2tU+6nwCclZXV0tJC3XlEg+nTp1++fDk2NjYyMpKeFvuvtrZ23LhxhYWFYWFhR48e7eFfdTqLtbKzFahtbW31vgS8vLzS09PnzJmj0WgSEhIWLVpk0DfUXyqVysrKSiQSNTc3s+t3Q6Y/b/qOHTsGAP7UKj9coNFo/vKXvwDAmDFjlN0uX9GdysrK1NTUgwcPRkdHL1y40MvLy9zc/On/10xNTalb3d5//32DvAvDoqaNuLu7M12IPjZ98gAAIDg4WCqV3rp1q+TmzeG+vkyX07333nvv/PnzdnZ2Z86cEYvF/Xw1Ozs7Ozs7vVOj8vJyvTOBvLw8CwsLoVC4adOmfrZoDCwduAP7endCyKXt2x9JpWTNGqYL6d7p06cFAoFIJPr+++/pbFelUlG/7l24cIHOdnvogw8+AIB169YxXYg+updE7YnpwcGDq6vh+HFQKpmupSt5eXnU2sK7d++eNm2a7kNqtdqoTVtYWLB5rysWzoX8DdOft2eYOJEAkMOHma7jmRoaGjw9PQHg73//u95DVVVVHh4eh41cfEVFBbVmSXl5uVEb6oNJkyYBwOXLl5kuRB9b437oEAEgkyczXUfntFotdTHE19dXb0nb9vZ2qqcPCAjQWyLK4IKCggDg6bvDGEetmsTCzyFb465UEomEAJBertNAj82bNwPAoEGDCgsL9R56++23AcDBwYGGZRDPnj0LAC4uLqz6PbW6uhoArK2tWVUVha1xJ4RERREA8s47TNeh78KFC9R8rPPnz+s9RF1FNTU1TU1NpaESjUZDLSdI84ly19LT0wHAz8+P6UI6weK437hBAIhUSsNCnj2Xn58vkUg6HULcuHGD2k8hLi7OGE0XFRVt3LhR7y6CmJiYTs8fGHT48GEACA0NZbqQTrA47oSQsWMJADlxguk6ftPY2EhtnbBw4UK9b+rq6mpquovx9oFatmwZAGzcuFH3YFlZmYmJibm5OXtuBNu4cSMAxMTEMF1IJ9gd988+IwBkxgym6yCEEK1Wu3jxYgBwd3fXm9LT8cPq+PHjjTfXNzU1lTor0LsZkmp63759Rmq3t0JCQgDg2LFjTBfSCXbHvb6eWFoSsZiwoOvauXMndQaWk5Oj9xC1joi9vX2ZkddhpC59njlzRvdgUlISAHh4eBi16Z6jdiL69ddfmS6kE+yOOyHk4kVSU8N0ESQlJYU6Pf3222/1Hjp16pRAIDA1NaXhMvOePXsAYP78+boH29vbqVVCqU0ymKXVaqmZoTTsTdAHrI87IeTHH8maNWTuXLJ4Mdm7l9C+l9W9e/eoC8lbt27Ve+jOnTvUFkX//ve/aaikqqrK3NzcxMRE7z7JDRs2AEB4eDgNNXStpaVl27Zta9g6AYT1cd+yhZiakqVLyd69ZMMGMmwYcXEh9+/T1r5SqaTWIF+wYIHez0YdC10sWbKEtnpeffVVANiyZYvuwcLCQqFQKBaLOzaKQZ1id9yvXiUCwRNTCaqqiIsLCQ6mrQRqI6FRo0bpfTtrNJr58+cDwOjRo+ncK5RaSdPZ2Vnv3r8ZM2bAM24uQR3YHffXXycjRxK9n+I//5yYmBBaurGPPvoIAKysrJ5ehP/999+nflileXdLrVZLbYOh9yPXiRMnqEkNdBbDOeyO+9SpZOFC/YM//0wASFqasRv/6aefTE1NBQJBfHy83kPJyclCodDExISR+bc7duwAgOAnv+JaW1sHDx4MAJmZmfSXxBXsjvu4cWT5cv2DeXkEgCgUJC6OzJpF3niDfPwxuXCBFBYSw23HV1paSu05ofezDiEkLy/PxsYGAHbv3m2o5nrlWXMh33nnHQCIiopipCpOYHfc584ls2frH7x0iQCQmzfJihUE4Il/pqZEJiOBgeTNN0lsLFEoSGEh6f1EJZVKRW2VM2vWLL0hcmNjI7UIZnBwMINToBYuXAgAcrlc9+CdO3cEAoG1tTWukf8s7I77Bx8QGxv9Yfq6dUQqJe3tpKSEnD1LPvqIREWRGTOIs7N++ql/Eol2woSwpUu3bt164sSJzMzMLu7tp0RERADAiBEj9H6Z12q11E+G3t7ezC59SK3RJZPJ9D5ykydPBoBDhw4xVRjLsTvuDx+SQYNIeDjp2HYnPZ1YWZHt2zt/fmsrKSwkyclELieRkSQwkDg4EIDWESP0bmqxtbX18/MLCwuTy+Xx8fEZGRkdd1V/+umnACAWi58eBG/fvp36W8bXk+iYC3np0iXd49T0LFZtmMEq7I47ISQ1lQwZQl54gcycSby9iUhE3niD9GrJ1ceP669ePXTo0IYNGxYtWuTt7d3pvgkikWjkyJEBAQHUQhHHjx/Xexm2rcNIzbnXm3ioVCptbW2BZctMswfr404IUSrJuXPk00/JkSPEQMvb1tTUpKamxsbGRkdHh4SEeHp6dqwH6Ozs3OlCnj/99JOjo+P2Z32x0I6aC2lmZqa3dOHrr78OAG+99RZDdbEaF+JOi9bW1pycnOjoaGrOY6enoY8ePWLVHTpz586Fp9ZhpNZ4kUgk/V/05vmDcX9Cx3SrNONf1++/U6dOdfrh9Pf3Z+0UXGaxceENBolEIuouCnYuaKFn/vz5Tk5Oubm5V65c0T3O5jU5GMb05411uDXd6p///CcALH/yx7jGxkZqSb07d+4wVRg7Ye+uTyaTTZs2TaVSUbNQWG7VqlVCofDkyZN1dXUdB62srKgbr7788kvGKmMljHsnqMHA559/znQh3XvxxRenT5/+9IeTeguHDh1qbW1lqDRWYvrrhY06pltlZGQwXUv3/vvf/wKAj4+P3vHRo0cDQEJCAiNVsRP27p0wMzNbunQpcORsLygoaNWqVfv379c7vmLFCuDIW6BN99sZ8FNubq6np6elpWV5eTl12sc5dXV1Q4YMUalUBQUFHfuV8xz27p1zd3efNGlSU1NTQkIC07X0kUQicXFx8fHxaW5uZroWtsC4PxPXr15/9dVXWVlZ+fn51HkIAhzMdEGlUg0ZMqS2tvbGjRu+XNhHRNfNmzcnTZqkVCoPHDiwcuVKpsthC+zdn0ksFoeGhgLAoUOHmK6ld2pqaoKDg5VKZVRUFGZdF/buXbl165avr69EInnw4AG13Cn7aTSaefPmfffddxMmTLh8+XKnO5nxFvbuXfHx8fH396+rq6MmY3HChg0bvvvuO3t7+2+++Qazrgfj3g1unbAmJSVRO3fHx8cPGTKE6XJYBwcz3WhqanJycmpsbMzJyaHWDGOtrKysiRMnNjc3/+c//6Fu8kB6sHfvBlemW9XW1gYHBzc3N4eFhWHWnwV79+79/PPPEyZMeOGFF+7fv8/O0bBWq12wYMG5c+fGjBmTlpbW/92Mn1fYu3dv/Pjxo0ePrqqq+vbbb5mupXObNm06d+6cVCpNTEzErHcB494jbJ5udebMmR07dohEooSEBGorbfQsOJjpEdZOt8rLyxs/fnx9ff1HH31ELZqHuoC9e49IJBJqCVJq3SKWaGxsDA4Orq+vDw0Nxaz3BPbuPfXjjz++9NJLjo6OpaWl1NJLzCKEhISEJCYm+vj4pKenU1vEoK5h795TU6dO9fDwqKioOH/+fKdPqK2tbWlpoa2e7du3JyYm2traJiUlYdZ7COPeC12fsG7ZskUsFg8aNCggIGD16tW7du1KSEjIzs5Wq9UGr+TixYtbtmwRCoXHjh1j1bkEy+FgpheqqqqGDh2q0Wju3bv39E/0kZGRR44caWtr0ztuZmYmk8nc3NxGjRo1atQoV1dXNzc3BweHPpdx7949f3//6urqnTt3UpuQoR7CuPfO4sWLExIStm3b9t5773X6hPLy8pycnKKioqKiouzs7JycnHv37mm1Wr2nmZubu7i4eHl5yWQymUzm6enp7e1N7ZLQtaampokTJ96+fTsoKCgpKUkgEBjgXfEGxr13FArF7NmzR4wYQa2+1JM/UalU+fn5BQUF+fn5+fn5eXl5BQUF1dXVTz/T3t7ezc3tr3/969q1azt9KULIa6+9Fh8f7+bm9ssvv1B7XKKeY/4KA7cEBga6uLgUFhampKTMnj27J38iFot9fX317oeqra0t+h31JZCXl1dZWVlZWdnFRLR//etf8fHx1tbWp06dwqz3BSPLfXAatanBK6+8YtiX1Wq1JSUlKSkpz1qaPSUlRSQSCQSCxMREwzbNHziY6bXy8vLhw4dbWFgMHjzYxcWFGnlTo/ARI0b0cITTWyUlJf7+/lVVVZs3b46JiTFGE3yAce+L3NzcGTNmVFRU6B23tLSkrr1QF2Hc3NxcXV2p7TT6o6WlJSAgIDMzc8GCBadPnzbSJ4oPMO591N7eXlZW1jHypkbhxcXFT//3tLW17bj8Qn0JuLu79+qHofDw8MOHD7u6uv7yyy8SicSQb4NnMO6GVFdXV1hYqHsOmpWV1dDQ8PQzbW1tO9JPfRLc3d07NszRtX///rffftvKyurq1avUHpeozzDuRkddhNH9EsjJyVGpVHpPMzU1dXZ21v0SkMlk5eXlM2fObG9vP3nyJLXHJeoPjDsD1Gp1cXFxQUFBXl4edTG+oKCgrKzs6WdaWVk1NTVt2LBh586d9Nf5/MG4s0VbW9v9+/d1vwRu376tUqlaWloqKyt78oMr6hbGndUCAgLS0tJw4TtDwUtarLZ69Wpg602DXIS9O6t1LMt6/fp1ajcO1B/Yu7OaWCxesmQJABw8eJDpWp4H2LuzXVZWlo+Pj42NTXl5OVeWZWUt7N3Zztvbm1prIDExkelaOA/jzgHcWpaVzXAwwwHNzc1OTk4NDQ3Z2dmenp5Ml8Nh2LtzgKWl5WuvvQYc3EeEbbB354aMjIxx48ZJpdIHDx6wc1lWTsDenRv8/f3HjBlTXV195swZpmvhMIw7Z1DzCPCEtT9wMMMZ9fX1Tk5O1LoGI0eOZLocTsLenTNsbGxCQkIIISzfR4TNsHfnkrS0tICAAAcHh9LSUlNTU6bL4R7s3blk8uTJXl5eDx8+PHfuHNO1cBLGnWMiIiIAT1j7CgczHFNdXT106NC2trbi4uJhw4YxXQ7HYO/OMVKpNCgoSKvVsmofEa7A3p17Ll26NHPmTGdn5+Li4k7X6kDPgr0790yfPt3V1bWsrEyhUDBdC8dg3LlHIBCweeNLNsPBDCdVVlY6OzsTQkpLSx0dHZkuhzOwd+cke3v7+fPnq9Xqo0ePMl0Ll2DcuYq6xSkuLg6/n3sOBzNcpdVqZTJZSUnJpUuXpk+fznQ53IC9O1cJhcLw8HDAE9bewN6dw+7fvz9ixAgTE5P79+8PHjyY6XI4AHt3Dhs6dOicOXPa2tqOHTvGdC3cgHHnNuqENTY2Fr+lewIHM9ymVquHDx9eXl6elpY2adIkpsthO9xXldtEItHKlStv3bolFouZroUDsHdHPIJjd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8Qj/wcuwa5zm0X0yAAAAABJRU5ErkJggg==)
Find more compounds similar to Orcinol, trimethylsilyl ether.
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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