- InChI
- InChI=1S/C3H9ClSi/c1-5(2)3-4/h5H,3H2,1-2H3
- InChI Key
- BHLKIZCNPYDMOY-UHFFFAOYSA-N
- Formula
- C3H9ClSi
- SMILES
- C[SiH](C)CCl
- Molecular Weight1
- 108.64
- CAS
- 3144-74-9
- Other Names
-
- (Chloromethyl)dimethylsilane
- Dimethyl(chloromethyl)silane
- ClCH2SiH(CH3)2
- 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).
- 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 | 0.2331 | Relay (1.0) Calculated Property | |
| ΔfG° | -59.29 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -275.02 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 29.46 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 10.39 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.67 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.251 | Crippen Calculated Property | |
| Pc | 3426.56 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 346.66 | K | Relay (1.0) Calculated Property |
| Tc | 515.29 | K | Relay (1.0) Calculated Property |
| Tfus | 165.29 | K | Relay (1.0) Calculated Property |
| Vc | 0.310 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Silanamine, 1-(chloromethyl)-N-[(chloromethyl)dimethylsilyl]-1,1-dimethyl-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAcXklEQVR4nO3deVxTV9oH8CchCwRwQRQXIq2IC6KOoLZVWsfiUhSt67R2Sp1apeMyLGpFrSPjDo4KH7UuI9MRO+q4V9TaUaplwBVwZavgAiiyGTUsARJy3j8Ob0RkCXCTk3Cf78d/TMK9T+CXm3vPPYuAEAII8YOQdQEIGQ/GHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfEIxh3xCMYd8QjGHfGIiHUBrVlWFsTHg1AIM2bU/QKFAs6eBQD4+GOwsTFmaTwlIISwrqHVOngQPvsMhEKoqqr7BUlJMHgwAEBmJjg7G7M0nsKTGcQjGHfEIxh3xCPM4n7jxo3U1FRWe0dGdvHixSdPnrCuglHcDx06NGTIkHnz5jHZOzKyly9ffvrpp717905LS2NbCZu4e3t7d+rUKTY29siRI0wKMLLy8rr/VVayrswo1qxZU1BQMHDgwD59+jAuhTCya9cuAJDL5aWlpaxqMLQDBwiAXv8yM1nXajAZGRlSqVQoFCYkJLCuhTA7d58zZ46Hh0dOTs7mzZtZ1WA0HTvW/a99e9aVGV5gYGBFRcVXX301mN5iYIvhRy0+Pl4gEFhZWWVlZTEsw3Do0V0orPcFiYmt/Oh+/vx5ALC1tX369CnrWghheHQHgOHDh0+bNk2lUi1fvpxhGchANBpNYGAgAISEhHTu3Jl1OQDM2903b94sk8kOHDgQHx/PthLEue3bt6ekpDg7Oy9YsIB1LdUYx10uly9cuJAQEhAQoNVq2RaDOKRQKNauXQsAERERUqmUdTnV2N9VXbZsWffu3W/cuLFv3z7WtSDOfPvtt8+ePRs1apSPjw/rWl5hH3eZTLZu3ToAWLp0qVKpZF0O4kBKSkpkZKRIJAoPD2ddy2vYxx0A/vjHP3p6eubn52/YsIF1LYgDQUFBGo1mwYIFbm5urGt5HeumoWpJSUlCoVAikdy7d491LZyJjiZOTqRHj3pfcPcucXIiTk6kNbXEHj16FADs7OyKiopY11KbqcSdEDJz5kwAmDx5MutCUPOVl5f37NkTAHbs2MG6ljqY0Gim/Pz8Xr16KZXK//73v2PGjGFdDgeUSvjPfwAA5HLw9q7jBRkZcPEiSKUwc6aRSzOUdevWrVixol+/frdu3RKJTG9oKOvP22vWr18PAK6urmq1mnUtHMjIqL5pKpGQlJQ6XvDDDwSA2NkZvTLDePr0aZs2bQDg3LlzrGupm0lcquosWrTIxcUlNTX1H//4B+tauFRZCV9/DSbzPWooS5YsUSqVU6dOHT16NOta6sH681bb8ePHwVQvdJpKd3S3sSEA5Pvva7+gNR3dExMTaWNDRkYG61rqZVpHdwCYPHnymDFjFArF6tWrWdfCmYULAQC++QYKC1mXYhjk/++LL168mF6qmijWn7c6pKSkiEQikUh0584d1rW0iO7onp1N+vQhAOTLL197Qas5ukdFRQGAg4PDy5cvWdfSEJM7ugOAq6urn5+fRqMJCgpiXQs3RCLYtg0AYO9euHiRdTVcKysrW7FiBQBs3LiRXqqaLtaft7o9e/asQ4cOABAdHc26lubTHd1zcwkhZMIEAkBcXUlFRfULWsfRnfbf9vDwqKqqYl1LI0zx6A4AdnZ2K1euBICgoKCKigrW5XBj2zaQySA1FVrT+K2HDx9u2bJFIBBEREQIhSYaJx3TrW/evHlubm7379/funUr61q44eQES5cCAKxdCw8fsq6GI9988015efnnn3/u6enJuhY9sP56aUhMTAwA2Nra5tKzAXNT62SGEFJRQXr3JgBkyhRCzP9k5sKFCwAgk8nMZfil6R7dAcDLy2vChAnFxcV//etfWdfCDYmk+pr1+HE4f551NS1TVVVF2xKWL1/evXt31uXoh/XnrRGZmZl02obr16+zrqXJ3jy6U9OmEQAycCCJijLjo/vOnTsBoHv37mY0dYqpx50QsnjxYgAYNmyYVqtlXYte4uJIVBQh9cc9J6f6PuuoUa/FPTTUbKYkeP78eceOHQHg6NGjrGtpAjOIu1Kp7NKlCwAcPHiQdS2NePyY+PoSgYDIZCQ7u964E0I2bnw1pxKN+y+/EAAiFhN/f2La92oIIYROMeDp6WkuxyDKDOJOCNmzZw8AODo6lpSUsK6lbmVlJDS0+phtZUWCg0lxcUNxV6vJgAGvxT03l/j5EQsLAkDs7UlEBNFojP8+9JKWliYWi4VCYWJiIutamsY84l5VVTVkyBAACAkJYV1LHaKjyVtvVWfXx4c8fFj9eANxJ4TExRGBoPa5e2Ii8fSs/il3dxIXZ4Tym8zb2xsA/vznP7MupMnMI+6EkEuXLtEpxx49esS6lleSksj771enc9Ag8r//vfZsdjbx8CAeHqSwsO4fDwoiHh5k5MjXHtRqyeHDxMnp1efHlN4xOX36NAC0a9euoKCAdS1NZjZxJ4R88sknADBjxgzWhRBCSFER8fevPvfo0IH7c4/S0ldnRzJZ9dkRc5WVlb179waA8PBw1rU0hznFPScnx9raGgBiY2MZllFZSSIiSNu2r64sX7ww1L5ycqqvfQGIoyOJiiJsrww3bdoEAH369KmsrGRZR3OZU9wJISEhIQAwaNAgVr2Rzp8nrq7VpxmjRtU9JI9zV6+Sd96p3uk775CrV42x0zfl5+e3a9cOAH766Sc2FbSYmcW9rKzMyckJACIjI4286/R0Mm5cdeZ69yZnzhh171VVJCqKODhUTyns60vy8oxaACFkzpw5ADB+/Hhj75g7ZhZ3QsiBAwcAoFOnTi8Mdw7xOoWCBAcTiYQAkPbtSWjoqx68RlZcTEJCiFRaPSAwJISUlxtp1zdv3rSwsBCLxenp6UbapQGYX9wJIe+//z4ALFmyxNA7UqvVO3fucXKqAiAiEZk3j5jCANqa3zOjR98+ffq0EXY6YsQIAKDz15ovs4z7jRs36Cjg3377zXB7uXDhwoABAwBgxIhTI0eS27cNt6vmOH+euLmRgQM/AAAvL6+7d+8abl+HDh0CgI4dOz5//txwezECs4w7IWTWrFkAMHHiRENsPDMzc9KkSbQLXY8ePU6cOGmIvbRcZaVmy5Yt9PJRLBYHBgYaIo5lZWVvvfUWAOzevZvzjRuZucY9Pz+/bdu2AHD27FkON1tSUhISEmJpaQkA1tbWISEhKpWKw+0bwrNnz/z9/S0sLADAzs4uIiJCw+ktgFWrVgHA7373O243y4S5xp0QEhYWBgB9+/blpA1Yq9UePnxYLpcDgEAgmD59urkMWaBSU1PHjh1Lv5H69u3L1VHg8ePH9F7Hr7/+yskG2TLjuNPZN6VS6aVLl1q4qevXrw8bNoxmZciQIS3fICvR0dE9evSgb8THx+f+/fst3OC//vUvCwuLadOmcVIec2Ycd0LIlStXWjhn1ZMnT/z8/OiY4q5du+7evdv0h9M3rKKiIiIigk6AIZFI/P39Wzj3y61bt8zri64B5h33ligrKwsNDbW1tdXFQqlUsi6KMzU/xl26dGkFH2NOtIa4a7XaI0eOTJs2rVevXvb29n379h09enRYWFhmZiYh5MSJEyKRqEuXLjV/JDo6+u2339Z96T948IBR7YaVkJAwfPhw+jYHDx4cHx//5mvS0tICAgLc3d27du3q6Og4bNiwuXPnxsTE0EmY7e3tRSLRqVOnjF67QZh93MvLy8ePH1/nMFw3NzdCyLFjxwDA3t6evv7mzZsffPCB7pLu559/Zlq+wdFLcDp0+s1L8L1790okkjp/e1evXiWE0OavkydNtCm2qcw+7kuWLKF/ntmzZyckJOTn5z948ODs2bNz587duHEjIaSkpCQzM/Phw4eEkKNHj9IGu44dO+7evbsVtKzpqbi4eNmyZbSB1cbGht6eS05OpisODBgw4NixY1lZWXl5eQkJCWFhYR999BE9+Xn48GFmZqYZDb5umHnHXa1Wt2/fHgDmzJmjz+uVSqVcLvf39zf3u4PNk52d7evrqxtgGhAQQD/5rWBucT2Z3nIiTfH06dPnz58DQAPz5xcWFt69e1cikXh6etra2v72229WVlZGrNGEyOXyffv2qVQqgUAAAKmpqQDg4eFBp+OsU1xcnFqtHjBggL29vfEKNRiTnlapUfTbGQAe1j8JXVxcnJeX1+TJk+l/eZt1Hd1vgC5mTQdD1vfiCRMmeHl5Xb582UjFGZh5x93e3t7R0REA1q9f//PPP7Mux8wMGjQIANLT0/39/VUqFetyjMG84y4QCGiPjpcvX3p7e7u7u4eHhxe21iUyuDZ37tzOnTsDwPbt2+Vy+fz5869fv866KANjffHAgcjISAcHB907kkgk06dPT0hIoM/WaohENaWlpemaZakBAwbs3LlT12aFDZGmSK1Wnzlz5tNPP5XJZPTPJhKJDh8+TDDuekhPT1+xYoXuvhsATJw4kSYe427SiouL9+zZQ5sabGxsFAoFxl1PWq320qVLdNQSAOzatYu0urib97n7m2xsbGbPnv3jjz8CQElJycmTJ1lXZDYEAsGwYcPOnTvn5uYGAPv372ddEfdaW9wpT09P2k6clZXFuhYzI5FIxo0bB630V2d+cc/NzZ05c+a1a9caeI1KpXrx4gXUaJhH+svLy4O6blDs2bNn5cqVpaWlLIriCOuzqSZQqVTr16+3sbEBgBEjRtAHY2Nj3+zaunbtWvruYmNj8dy9Prdu3XqzM8W9e/dop+iZM2eSGufupaWl9IrI0dFx//795jXPtY7ZxL3OcTp37twBANoNZu/evT/99NP333//8ccf05vkI0eO1Gq1GPf6DB061NLSctKkSVu3bj158uSRI0eWLVtGB3pbWlqmpKSQ1y9Vr1+//t5779E/gZmO+TKDuKelpX300Uf0t9ynT5+aozBjYmJ69epV57fW2LFjFQoFwYbIepSXl3t7e9MekbV07tz53Llz9GW1Wma0Wm1UVBS9OUW7E2dnZ7N7E00mIPX3l2BOoVCsWrVqx44dGo2GrrQ6f/78N/9CSUlJ586dS0lJUSqVVlZWLi4u48aN0409LSoqSk5OlkgkukeQTmFh4alTpxISEgoKCrRarYODg6en55QpU3S3L+Lj4zUaTf/+/Wt2IystLf373/8eFhZWXl5ubW29ePHipUuXmsdlEuvPW93UavXu3btp64pIJPLz8yusb450/dAjPeJQVlaWr68vTZFcLo+i61GZNlOMe0xMDG36BY7mx1qyZIm1tbVZT27IuZMnT0ZGRrZ8AKturjUAGDly5G1Tm2ztdaYV93v37k2fPp3+7lxcXGgvgJbz8/MDgHHjxnGytVagrKyMDuc7dOhQy7dWVVUVFRVFF+ITCoW+vr75+fkt36whmErci4uLQ0JCaA9sOn1XOXeT2xYUFJj7xOTc0k2Tz+HwRYVCERwcTEe+tm/fPjQ0tILVRMn1Yx93emygXRrpsSHPAFOX02UnevbsaYJ/AyMz6CIo6enp9KYsAPTu3fuMkafBbwzjuF+9evXdd9+lv52hQ4deuXLFQDvSLSq0ZcsWA+3CXMyYMQMAPvnkE8Pt4vz5866urvTPOmrUqBTjLHKiB2Zxz8nJ8fX1pfeDunXrFhUVZegbdXTJuDZt2jx9+tSgOzJlly9fpgsYPtQth2kYlZWVERERtNleLBb7+/sbbfmJBjCIe2lpaWhoKO0LIJPJgoODi421qBxdEPTrr782zu5MjfGXpy0qKtLNTtyhQwfOZyduKmPHPTo6mk4WDgA+Pj6GPsbUYr7LPXMiMjISWCw+npSURBdcAQB3d/f/1Vp+1oiMF/ekpCRPT0/m7zkwMBAAdHOt8IdSqezSpQsAHDhwgEkBbI90lDHiXlhYqPtGs7e3Z/uN9vz5c9pCfOTIEVY1MEGnW3vvvfcYfs5rnsdaWVkZ8zyWMmzc6fUKnXyZXq+0cPJlTuzcuZPe9241c8E1KjMzUyqVCoXCa9eusa6FPH782MitFDoGjPv58+f79u2ra41KTU013L6aRKPRDBw4EADWrl3LuhYjmThxIgDMmjWLdSGvXLt2zTht0DUZJO4mfq+BEBIXFycQCGQyWauZqL8BMTExAGBra5ubm8u6ltfQO4y67sS+vr6GbiPmOO4KhcLf35/20TXZO8nU1KlTAcDX15d1IYalVqv79+8PAGFhYaxrqRtd/s1A/Udq4SzutMtuzX5CBQUFXG3cELKysmQymUAgiIuLY12LAW3duhUAnJ2dDZchTmRkZOh6B/bs2ZOr3oG1cBP3X375hR5CAODDDz808V6gOt9++y0AeHh4tNaFXBQKBR2WYS4TxcTExNQM0p07d7jdfkvjXvND6ezsbKAPpYGUlpbSfrBmMTShGebPn09zw7qQJnhzZA+HpwnNj7s5rrj7pn379gGAg4ODKbSQcislJUUkEllYWHB+jDQCujYyvQikayPTtaJaqDlxrzU+1wgX1Iaj1WrpYl3Lly9nXQvHxowZAwB/+ctfWBfSfLVG5bd8uEJz4n7u3DlawbBhw3QT7ZqvxMREoVAokUju3bvHuhbOnDhxgjaOtYKFaI4dO0bnXLG0tGzhWIjmxL1du3Zisfjf//53q+l28sUXXwDAlClTWBfCjYqKChcXFwDYvn0761q4oVKp5s+fL5VKvby8WrKd5sSd3v5tTa0ZeXl5tKeDbn4Vs7ZhwwYAcHV1raysZF0LZ65cuQIA77zzTks2Yn5zRBqCg4NDcHAwAAQFBWk0GtbltEh+fj6N+5YtW8RiMetyTAvGvdqiRYt69uyZkpKyZ88e1rW0yNKlS5VK5aRJk8aOHcu6FpODca8mlUpDQ0MBYMWKFc+ePWNdTjPduHFj3759Eolk48aNrGsxRRj3V6ZOnTp69GiFQrFmzRrWtTQHISQgIECr1S5cuJBeqqJaMO6vCQ8PF4lE3333XXJyMutamuzAgQPx8fEODg7Lli1jXYuJwri/pl+/frNnz9ZoNEFBQaxraRqVSrV8+XIA2LBhA21lQm/CuNe2bt26Dh06xMTE0Ik6zMWGDRuys7Pd3d1nzpzJuhbThXGvzc7ObsWKFQAQGBhYUVHBuhy95OTkbN68WSAQRERECIX4N60X/mrqsGDBAjc3t/v372/bto11LXpZtGhRWVnZZ599ppvfAtUJ414HkUgUHh4OAKtXr6brcpmyS5cuHT161MrKav369axrMXUY97qNGjVq/PjxxcXFK1euZF1LQ7RabWBgICFk6dKltO8+agDGvV4RERFSqfSf//xnYmIi61rqFRkZmZiYKJfLFy9ezLoWM4Bxr1fPnj0XLFig1WoDAgKISa5gpVQq6UztmzZt0q2mhBqAcW9ISEhI586dL1++fPjwYda11GHVqlV5eXnDhw/XjZ9EDcO4N8TW1nb16tUAsHjx4rKyMtblvCYzM/O7774TCoURERG0SzZqFMa9EV999dXgwYMfP35M1/8wHfS2AC2PdS1mA+PeCN3hMzQ0NCsri3U51WJiYs6cOaP78kF6wrg3jp4c6zqlMKfRaOi03fTSgnU55gTjrhfa9HHw4MG4uDjWtcC2bdtSUlJowxHrWswMxl0vcrl80aJFhBDmfWtLSkpod/zw8HA6ryLSn4h1AWYjODg4NzeXedxtbGyio6OPHz/u4+PDthJzhHHXl7W1NV3biDlPT0/dsj+oSfBkBvFIc47unuc8taAVCPHWBjIekZNo+Pnhb4vfbtFGmvEz8XbxBAgBIgBMPDISTRvNJbtLGusWzQKEJzOIRzDuiEcw7ohHMO6IRzDuiEcw7ohHMO6IRzDuiEcw7ohHMO6IRzDuiEcw7ohHMO6IRzDuiEcw7ohHMO6IRzDuiEcw7ohHMO6IRzDuiEcw7ohHMO6IRzDuiEeaM8+MT1sfLWhxkhlkTO0t2o9vO76PZZ+WbETA4SJbjyofXS+9biO0Gdd2HFfbRKhRSWVJ9yvuvyV5a6j10IZf2Zyje0ZFRr46X03UncSd+kj7WAgs6OO/Fv/6ZdaXPaQ9MO6IcxqiSS9PL9IUWQgsuoq7OkuddU/tLtq9p2jP53af/2D9Q8MbaULcCzWFYflhBxQHnqqf6h60F9n/qcOfVnZeaWth29Q3gJA+0srT1jxdc1p5uriqWPegs9Q5qFPQ3I5zhU25/tQ37kllST73ffLUeQDQzqJdP6t+EoHkQcWDrMqsTfmbfnzxY2yv2Ca9B4T0sV+xf1bWrEpSCQCOYkdnqbMWtKnlqfcr7i/IWXBWefZ4j+P6b02vuOep87wzvQs1hW0s2oQ7hvva+YoFYvrUheILftl+T9RPbpbdbMabQagBsSWxXzz6QgtaF6nLru67PrT9kD6uIZp9in0BOQF3VHeyK7P136BecV+au7RQU2ghsDjtfPp9m/drPvWh7YcXXS4WaAo8ZB57n+3Vf8cINYwA8cvy04K2q7hrbK/YLuIuuqdEAtGsDrNcLV3flrztIHbQf5uNx12hURx6fggAZnWYVSvrlFwil0vk+u8SIX38UvzLvYp7ALC+6/qaWdd51/rdpm6z8dP8+NL4cm05AMy0m9nUrSPUbDHKGACwElpNbz+dq202Hnd6Ui4SiDxkHlztFaFG3VTdBIABVgNkQhlX22w87oWaQgDoJOpkKbTkaq8INYoGr7ukO4fbbDzupdpSALASWnG4V4QaVaYtAwArAZfBazzuNkIbAFBpVRzuFaFGWQutAUBFuAxe43G3F9kDQKGmkF6wImQcNHg5lTkcbrPxuA+SDQIANVHTSweEjGOQ1SAAuKO6w+GZReNx97T2lAqkAPCDopH+NwhxyMvWCwDKtGXHXzShm0DDGo+7ncjuD+3/AACRRZGJZYlc7Rihhnm18XKRugDA8tzlzzTPONmmXr3JNnTbYCeyUxP12MyxR18crflUFak69fLUxvyNnFSDkI4QhDu67xCAILsy+/cZv08oS6j5bIm2JLIo8sjzI03apl59ZrqJu0X3iJ74YKJCo5j+YLqj2HGo9dB2Fu0eVT5KViUXaAqkAunsDrObtGOEGjXKdtSu7rvm5cxLViUPTR/qZuXW37K/WCDOqMi4q7pboi0ZaDWwSfdc9e0APNxm+O2+t/+W+7dDzw89Vj9+/OKx7qle0l5fdvgSb0IhQ/Cz93OXua/MXRlTHJOsSk5WJdPHBSB4z/q9eR3nEWjCcLwmD95TE/Ut1a08dV65ttxeZN/Lslc3cTf6VHFVcYGmQCwQc3snDCEAKK4qvq26XagpJEAcRA79rPq1s2hHnyrUFCqrlLYWtp1EnRreCJdjVREycTjxBuIRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDviEYw74hGMO+IRjDvikf8DeIaq6iyhvWsAAAAASUVORK5CYII=)
Find more compounds similar to Silane, (chloromethyl)dimethyl-.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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