- InChI
- InChI=1S/C13H33NO2Si3/c1-11-12(13(15)16-19(8,9)10)14(17(2,3)4)18(5,6)7/h12H,11H2,1-10H3
- InChI Key
- CGHQUVPGAYBCNN-UHFFFAOYSA-N
- Formula
- C13H33NO2Si3
- SMILES
-
CCC(C(=O)O[Si](C)(C)C)N([Si](C
)(C)C)[Si](C)(C)C - Molecular Weight1
- 319.66
- CAS
- 55649-90-6
- 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 | 0.5404 | Relay (... Calculated Property | |
| ΔfG° | -107.22 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -796.92 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 58.82 | kJ/mol | Relay (... Calculated Property |
| IE | 8.21 | eV | Relay (... Calculated Property |
| log10WS | -2.01 | Relay (... Calculated Property | |
| logPoct/wat | 4.115 | Crippen Calculated Property | |
| Pc | 883.09 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1184.00; 1184.00] |
|
|
| Inp | 1184.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Tboil | 497.17 | K | Relay (... Calculated Property |
| Tc | 677.82 | K | Relay (... Calculated Property |
| Tfus | 267.98 | K | Relay (... Calculated Property |
| Vc | 1.072 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Butanoic acid, 2-[(trimethylsilyl)amino]-, trimethylsilyl ester.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAcFUlEQVR4nO3da1RTZ9YH8B3CJSqgCAoKWKQqeEERrIBahClWrfVSAbUq9mJF7ZpRa6XBTvtal7MUdYaxrlWncToKCq0F1BmdYeyAVRyvA6L1gqKGogFEEJQA4Zrs98OhFEPEBJKcc3L2b/VLc3mys/zz5Dn73ESICIQIgxXbBRBiPhR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFHciIBR3IiAUdyIgFhj3qqqqadOmXbt2je1CCOdYYNy/+OKL7OzskJCQlJQUtmsh3GKBcd+5c+eKFStUKlVMTMzKlSubm5vZrohwhchSbxJ/4MCB1atXq1SqwMDAjIwMLy8vtisi7LPYuAPAlStXoqKiioqKXFxcUlNTX3/9dbYrIiyzwMVMu/Hjx+fn58+bN+/x48czZsyIj4/XaDRsF0XYZMmzOwMRd+zY8emnn2o0mlmzZh08eNDJyYntogg7LD/ujFOnTi1atKiiomLIkCEZGRmvvPIK2xURFljyYqaj8PDwvLy8oKCgBw8ehIaGfvPNN2xXRFgglLgDgKenZ05Ozpo1axobG1esWLFs2bKGhga2iyJmJZTFTEcpKSkrV65UqVQBAQEZGRlDhw5luyJiJkKMOwBcvXo1KipKLpc7OzunpKTMmDGD7YqIOQhoMdORv79/fn7+/Pnzq6qq3njjDepRCoRAZ3cG06P8/e9/r1arZ86cmZKS0r9/f7aLIiYk6LgzTp8+vWjRokePHnl6eqanpwcFBbFdETEVgS5mOgoLC8vLywsJCVEoFFOnTv3yyy/ZroiYCsUdAMDDw+PMmTNSqbSpqWndunXLli1TqVRsF0WMjxYzz0hNTV25cmV9fb2/v//hw4e9vb3ZrogYE8Vd2+3bt+fPn3/r1i1HR8ekpKS33nqL7YqI0dBiRpuvr++lS5eioqKUSmVkZGR8fLxarWa7KGIcNLvrhoi7d++Oi4traWkJDw//7rvvXF1d2S6K9BTFvStnzpxZuHBheXm5h4dHenp6cHAw2xWRHqHFTFdCQ0Pz8vImTZpUUlISFhZGPUq+o7i/gLu7e05OTnuPcunSpdSj5C9azOjru+++i42NraurGzduXEZGxrBhw9iuiBiM4m6AwsLCyMjImzdvOjo67tu3LzIyku2KiGFoMWMAHx+f8+fPR0ZGKpXKb7/9lhqUvEOzu8EQcdSoUbdv3z5x4sT06dPZLocYgGZ3g4lEImZr9eWXX2a7FmIYmt0N1tTU1KdPHwBQqVS2trZsl0MMQLO7wYqLi9Vq9ZAhQyjrvENxN5hcLgdayfATxd1gTNyp785HFHeD0ezOXxR3g1Hc+YvibjCKO39RI9IwGo2mT58+jY2NSqXSwcGB7XKIYWh2N0xpaWljY6OrqytlnY8o7oahlQyvUdwNQ3HnNYq7YSjuvEZxNwztY+I1irthaHbnNYq7YSjuvEZ9dwNUVVW5uLg4ODgolUq2ayHdQbO7AWhq5zuKuwEo7nxHcTcAtWX4juJuAJrd+Y7ibgCKO99R3A1Acec7akTqS6VS2dvb29jYqFQqsVjMdjmkO2h211dRUREienl5Udb5i+KuL1rJWACKu74o7haA4q4virsFoLjri/YxWQCKu75odrcA1IjUi1qt7t27d0tLS319fa9evdguh3QTze56uX//fnNzs7u7O2Wd1yjueqGVjGWguOuF4m4ZKO56obhbBoq7XqgLaRko7nqh2d0yUCNSL46OjrW1tdXV1U5OTmzXQrqPZvcXKy8vr62t7d+/P2Wd7yjuL0YrGYtBce+KRqPJzs6WSqUSiUSpVDY1NbFdEekRirtulZWVO3bsGDFixLRp086dO2djY1NYWDhlypT79++zXRrpASTPysvLi42NbT9YwN3dXSqVnjhxglnMODs7//vf/2a7RkFraGjo9nsp7m1qampkMtm4ceOYlFtZWUVERKSlpbW0tLS/YP78+QAgEomkUqlarWa3YGG6ePHi4MGDT5w40b23U9zx8uXLsbGx9vb2TNDd3NykUunPP//c+ZUajSYhIYE5V3XmzJlVVVVmL9bYamtRocC6Orbr0EtFRYWnpycAfPTRR90bQbhxb2xsTEtLi4iIaF/XBQYGJicnNzc3d/3GU6dOubq6AoCnp+fFixfNU63x7duHY8ciAAKgSITjxmFSEts1dUWtVk+fPh0AQkJCmpqaujeIEON++/b9tWvX9uvXj0l5//79169fX1hYqP8ICoUiJCQEAOzs7Hbt2mW6Uk1l3ToEwPBwTE3FrCxMScHQUATA9evZruy5Nm7cCACurq4lJSXdHkRAcW9qwrQ0jIjAMWNq26dzmUxWX1/fjdFaWlqkUikzTkxMTPcGYUd2NgLgkiWo0fz6oFqNUVEIgKdOsVbY8x0/flwkEllbW58+fbon4wgi7kVFuHEjurq2/XQ7OOCGDX++cuVKz0dOSUnp06cPAPj7+9+7d6/nA5pDVBRaW2N5ufbjJSUoFuOCBWzU1JWff/7Z2dkZAHbu3NnDoSw57mo1ZmVhdDSKxW1B9/XFhASsrjbmp9y6dWvkyJEA4OjoeOTIEWMObSKDBuGIEbqfGjYMPTzMW80LNDQ0BAQEAMDcuXM1HX+OuoUTcW9pwc5fRKPBX3qABnv4EBMS0MurLeV2dhgdjVlZPSzzuZRKZVRUVHuPsrW11VSf1HNqNVpZYUSE7mdfew3FYh3/GOx57733AGD48OFPnz7t+Wjsx/3KFQTAP/1J+/Gvv0YAPHsWMzIQAL28UGt5PGECBgZqv+u//8XoaLSxaQv6sGGYkICVlSasn6HRaHbt2mVjYwMAYWFh5Z2XChyh0aBY3FXcra25E/evv/4aAPr06XPjxg2jDMibuAPgZ58984KOcX/yBGUyHD267ZXMP+ixY+b+h8vJyXFzcwMADw+PCxcumPWzX0ijQaZ/18ViZvhw7ixmrly5wuzbTk5ONtaYvIn75Mloa4sFBb++gIl7XR3GxKBE0hb0IUNwyxYsKzPnN3hGSUnJ5MmTudWjbJ8M/vhHRMS33kIbG6yo0H7Zw4dobY3R0eYvsLOqqqqhQ4cCwO9+9zsjDsubuB8/jgMGYFjYrxN2++zu59e2HE1L6/5y34g69iiXLFlSx+I+y3PnnpkMwsMRETMzEQBXrdJ+8fLlCIDZ2eYvU4tarZ45cyYABAUFdXuPkk68ifuZM7h3LwJg+y9be9wvXEBdu/xZdvTo0b59+wLAyJEjCzr+KpmBUokyGfr7t6W882Tw3nsIgAsXYnY23rmDWVkYGYkAuHJl2wuePEFD9rsZ1+effw4AAwcOVCgUxh2ZK3F3cEA3t2f+c3TUjrtaja+8ggMGIHOsis5NVU65ffv26NGjmR5lRkaGOT6yoADXrEF7+7agu7qiVIpFRdovU6txx45f90QA4ODB+Oc/t/10ajT41lvo4IBpaeao+Vn/+c9/xGKxlZXVDz/8YPTBuRL32bNxx45n/mOmm45xR8TcXLSywthYRD7EHRGVSuWCBQuYHuWaNWteeEBONzU2tu0xbo9vYCDKZNj1sbIaDd69i3l5eO/eMxv1DQ24aFHbsTRxceZcIBYXF7u4uADAtm3bTDE+V+Kuz2KGsWoVWllhbi4/4s6QyWRMj3Lq1KkPHz405tB37qBUii4ubSnv2xdjY/HaNSOMLJOhrS0C4Kuvmmfbv6GhITAwEABmz57d8z1KOvEv7tXVOHAghofzKe6IeObMmUGDBjHni5w7d66HozU3N6elpbW88QaKRG1BnzgR9+3T3jfRQ7m5+NJLCIADB+LJk8YcWZfly5cDwLBhw548eWKij+Bf3BFx/34EQImET3FHxIqKitdeew0ArK2tExISujdIaWlpQkICc9j3zVdfRYkEY2Lw8mXjlvqrioq2NZK1NSYkmG5HxoEDBwBAIpFcNt134WncNRoMC2tboPIL06MUiUQA8Pbbb+vfo1Sr1f/85z/ffPPN9huhjRkz5vg332BNjUkLRkRsbcVNm9DKCgFw7lw0xs58LVevXmX2KO3fv9/og3fEy7gj4o0baGPDv7gz/v73vzM9Sl9f35s3b3b94vLy8oSEBGafC7P3Kjo6Oisry0Sr2+c6dgz79UMAHDECr1834sDV1dXe3t4AsHr1aiMOqxP7cUcTHCLGfYWFhWPGjAEABweHtOf0+/Ly8mJiYphtXGZRm5CQUNF5b6jZFBainx8CPB4y5Eh6ulGG1Gg08+bNA4CJEyc2NjYaZcwucCLuevr4Y4yLw0eP2K7DSGpraxctWtS5R/n06VOZTMb8MXQ8SZwTB1rW1amXLp0eGAgA69at63lfdfPmzcwJZUWddw6YAJ/izvyWmuHwRnOSyWS2trYA8Oqrr544cSI2NpY5XwQABg0aJJVK79+/z3aN2tprnjJlSmlpabfHyc7OZvYome1aJryJe2UlAqCjI9t1GE9VVdWyZct27tx59uzZwYMHMx0bZjqfMWPG0aNHOTGdP0deXp6XlxcADBgwIKtbZxI8ePCA2aO0ZcsWo5f3PLyJ+8WLCIDjx7Ndh/FcvHgRAAICAhCxvLx8w4YNv/3tb6VSqVwuP3TokEwm68nEaQaVlZWvv/46AIjF4k2bNhm06dzc3Dxp0iQAmDVrljmv2MObuKemIgBHjk41jpSUFACI1vWVmMsc9PA0ZDNobW3dtGmTlZUVAMyZM0f/3UMrV64EgJdeeunx48emLFAbb64RKZcDAFjSVXi7uLAwX24WIhaLv/jii2PHjjk5OR07dmzixInXr1/X540zZsxwdXU9fPgwc8612VDcWfO8uNfV1VVUVEgkEuagA+6bNWvW1atXX3nllbt37wYFBe3fv7/r1zPNR7lczhwhY04Ud9Y8L+737t0DAG9vb2aRwAtDhgzJycl55513Ghoa4uPja2pqACA/Pz8yMnL48OH9+vUbNWrUhx9+qFAodu7cKRaLS0tL2xtQ5mRt/o/sHuHEnad3T+jVq1dSUlJISMjw4cP79u0rl8vDwsIkEsm7777r7u7+4MGDzMzMjRs3hoaGbt26ldmpzAJzbih0W309ikRoZ4ccbs0Zpr6+XiQS2dnZde5LbN++HQDWrVvHSmHGsn79egDIz89nu5Bn8OPnUi4HRPDygl+Oj+I9uVyOiEOHDu28YuHp7K6lqKhIJBL5+PhoPX7kyJFZs2ZVVVWxUhVv4g6WtZJhFuhdtGX4HncfHx9EXLVqVW1tbcfH5XJ5ZmZmY2MjK1VR3Nnxwi4k3+O+fv36kSNHHjx4cNCgQTExMTk5OciBW5ryI+7FxS0gjLi3tLQoFAqxWMzsouevgQMH5ufnp6amhoaGHjp0KCwsbPr06WxN6u34Efe7d2e7uLiOGHGW7UKM5nlxLy4uVqvVnp6ezDFYvCaRSBYvXpyZmVlWVhYVFZWVlbV79252S+JH3O/du/f4ccXQoS5sF2I0XTfd+b6S0TJgwIADBw7Y2NicPcvyhMWDuLe2tj548MDKyorvv+/tWltbFQqFzm9kGQv3zlQqVWtrK3PIJ4t4EPf79++3tLS4u7tLJBK2azEO5ht5eHh0/kYWE/fNmzcnJibeunWrpqbm+vXrS5YsQUTmxCXGnTt3tm/fbubtVx7E3WIS0M7iu5AAoFAoPvvss1GjRvXr12/s2LFnz57dvHlzTEwM86xarY6Ojo6Pj2eOozRfWazu5NLLnj17AGD58uVsF2I0uUlJGwMDt61d2/mpUaNGAYBRbqTDutra2tzc3CNHjpw5c6b92ODW1lbmnNQff/yRuYHhkCFD/ve//5mnJB7E/eOPPwaArVu3sl2I8axfjwDY+bpwGs0SP7+BffrUmOFyGqZRWlq6YsUKPetXKBTBwcEAIJFI9u7da+rakBdxZxZ8zztdn5fmzkUAHRccLSlpu2QXPzU3N0+ZMgUAPvjgAz3f0tjYuGbNGmahERMTo1KpTFohD+Lu5+cHACa9uJS5jRmDADou/XX6NAJgSAgbNRnB2rVrAcDT09PQq4McPHiwd+/eADB+/HjmaCIT4XrcNRoNc2C06a4baG4aDfbpgwDY+Rv97W8IgEuXslBVjx06dAgAmOZ6N95+9epVZgO9f//+mZmZRi+PwfW4l5WVAYCzszPbhRhPWRkCoM5v9OmnCICbNpm7pB67ffu2o6MjAOzZs6fbg9TU1ERGRsIvNzA0xSnbXG9E8uWsTQN0cbwbPw+Fq6urmz9/vlKpfPvtt1evXt3tcRwdHdPT03ft2iUWi7dv3x4REVFRUWHEOoH7fXeL6UP/ism0zj9gfsZ9+fLlBQUFfn5+f/3rX3s4lEgkWrt2bXZ2tpub26lTpyZMmHDp0iWjFMngetxdXFxmzpzJtKsshGXN7omJiWlpacyVLo11+unUqVPz8vJCQkIUCsXUqVO//PJLowwLoMdupm+//VYqle7du/fkyZPFxcVcvrQVPyxejACYlKT9+JMnCID29mzU1E3nz5+3tbUViUSmuPNUxxsYLl26tN4Yd2p4cdyZWwu1s7Gx8fb2joiIiI2NTUhISEtLy8vLM+69FJubmxMTE6dPn+7r6xsQEPDuu++eOnWqpqbGxcVlx44dRvwgdgQFIQD+97/aj+fmIgCOG8dCSd1SXl7u7u4OAPHx8ab7lNTUVOZHw9/f/969ez0c7cVHqL3//vt+fn7yX5SVlRUVFRUVFXV8jUgk8vDweLmTfv36deMHZ8WKFcnJyaGhoXPmzGloaDh37twPP/wQHBy8dOnSsWPHdmNAbnneiuXePd2Pc1Jra+vChQtLS0vDw8O3bNliug9avHhxQEBAZGTk1atXAwIC9u/fP3/+/O4PZ+jfR2Njo1wuz8rKkslkUqk0Ojo6MDCQufVCZ05OToGBgdHR0VKpVCaTZWVlyeXyrhtMzOFTy5Yt6/ig5aygamoQAHv31nFB+z/8AQEwLo6NsgzGHNnh5uZWZpa7lCmVyujoaPilR9ntPBh8/LGdnZ23tzdzu4WOysrKCgoKijq4e/fukydPLl++fPny5Y6vtLW19fDw8H7WqFGjmL+ZO3fuAMDEiRM7vkUsFjc0NHz44Yfz5s2bO3euoTVzCDOFe3uDSKT9FH+2U//xj38kJiba2Nikp6eb51JnDg4O33///eTJk+Pi4rZv337p0qVDhw4xR5gZxrh/hVoePnx49uzZpKSkzz//fPHixcHBwQMGDNBZhrW1tbe3d0VFxY0bNwBg5MiRWjuTmcNEN/FwF8wz0tLa7nDUWWgoAmC3Lh5tToWFhcxFkXbv3m3+T8/JyWH+wDw8PM6fP2/o21nYq9rQ0MAsh3bt2hUbGxsREeHt7S0Wi9uvMfT+++8DgI2NzezZs48cOcLcIsJC4r5tGwLg+vU6nnJ3RwAdd7jmkrq6OuY+4IsWLWKrhtLS0smTJ0O3bmDIlYMImE2C9v/NzMxcuHAhs7zx8vK6du1ae9xVKlWvXr3au0O7du1iNgn4sb7/4AMEwK++0n68oQGtrNDGhuP3o1q2bBkA+Pj4KJVKFsvo2KNcsmSJ/o1BrsRdJ6VSuW3bNmtr67Fjx7bHnVntdKazQ1pbW8v2l3jWG28gAJ44of34zZsIgMOHs1GTvpjdPfb29i+8W6B5HD16tP0GhgUFBfq8hdOXRHVwcIiPj79x40Zqaurjx4+ZB0ePHl1dXV3USXFxcecOKQA4OTlpbRaPHj2atWtJ/+tfUFkJDg7aj3N+O/XixYtxcXEikWjfvn3MKVesmzdv3qVLlyIjI2/evBkUFLRv376oqKiu38LpuDM0Gg0AYIdzeJn+ptbVwZubm0tKSrT+BgoKCnR2hzr/DXh7e3t5eZnjGtM6N9anTYOffgIOXGdLp4qKiujo6Obm5g0bNjANQY7w8fG5cOHC8uXL09PTme3Arnf1cC7uP/3009GjRxcsWODr69va2nr48OGMjIzAwMDntXTa2dradu6QMhftkHei829AIpFo7SYbPXo0czt2Yzp2DL7+GvLzoa4OnJ1h6lSIiwM/P+DqHjS1Wr106dKSkpJJkyZt3bqV7XK0MT3KkJCQYcOGvXi3ponXVwb7/vvvmaKtra2ZG6L7+/vfunXLuJ2Z6urqvLy8tLS0hISE9u6QqFMvXP+T0PS1YQMCoL8/bt2KMhl+8gkOHIi2tnj4sJE/yHg++eQTAHB1deX4rdH0IULu/YA2NTXl5uYWFRVpNJoRI0aEhISIRCJELCkp6du3L3MagSkolUqtH4EFCxYwN80yjuPHYc4ciImBpCRoXzVVVkJoKJSWwu3bMHiw0T7LSI4fPz537lyxWHzy5MnQ0FC2y+kxtv/enuvWrVt37tzp+X2ZOSQ8HO3tsfNZ+idOIABu3sxGTV25e/cu0/pITExkuxbj4G7cZ82aBQBHjhxhuxAjaWpCOzsMD9fxVEsLWlvjb35j9pq6olKpxo8fDwDz5s0z6J6pXMbd0zss7TymR4+gqQleeknHU9bWMHgwKBRmr6krq1evvnLlyogRI5KTkztv1fAUR+Ou0WiKi4sBoPOxaHylVgMA2NnpfrZXL2htNWc5XfvLX/6SnJxsb29/9OhR020smR9H415aWtrY2Ojm5mZvb892LUbi7AwiEZSU6HgKERQK3f14lgQHBw8dOnTPnj0c2aNkLJzruzMs8DLnDg7g4wPXrgGi9tG/d+6ASgUTJrBUmQ7jx4+/ceMGc6kjS8LR2d3SFu6MmBhQKCAlRfvxbdsAAN55x/wVdcHysg4Ud7P66CPw84PYWEhMhEePQKOBwkJYvhySk2HVKnj2jBZiChR3M+rVC378Ed58EzZsADc3EIvB1xcOHYL/+z/46iu2ixMEjq7dLTPuAODiAunpUF4OublQXw8DBkBwMBjp8izkhbh4EAEAODk5PX36tLKy0sXFcm4/RljHxcVMVVXV06dPHR0dKevEuLgYdwvsQhJu4GLcLXbhTthGcScCQnEnAkJxJwJCcScCwrm+u0qlsre3t7W1ra+vZ85VJcRYODe7FxUVIaKXlxdlnRgd5+JOTXdiOpyLOy3cielQ3ImAUNyJgFDciYBwqxHZ2trau3dvtVpdX18vkUjYLodYGm7N7g8ePGhpaXF3d6esE1PgVtypC0lMiltxp4U7MSmKOxEQijsREIo7ERBuNSIdHBzq6uqqq6udnJzYroVYIA7N7uXl5XV1dc7OzpR1YiIcijutZIipcWgx09LSUlhY2NjYOIFL18IlloRDcSfE1Di0mCHE1CjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRAKO5EQCjuREAo7kRA/h8ZO669UEokvwAAAABJRU5ErkJggg==)
Find more compounds similar to Butanoic acid, 2-amino, O,N,N-tris-TMS.
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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