- InChI
- InChI=1S/C12H27B/c1-4-7-10-13(11-8-5-2)12-9-6-3/h4-12H2,1-3H3
- InChI Key
- CMHHITPYCHHOGT-UHFFFAOYSA-N
- Formula
- C12H27B
- SMILES
- CCCCB(CCCC)CCCC
- Molecular Weight1
- 182.15
- CAS
- 122-56-5
- Other Names
-
- Tri-n-butylborane
- Tri-n-butylboron
- Tributylborane
- Tributylboron
- TBB
- Tributylborine
- 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 | 0.5633 | Relay (... Calculated Property | |
| ΔfG° | 2.16 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -350.29 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 51.84 | kJ/mol | Relay (... Calculated Property |
| IE | 8.69 | eV | Relay (... Calculated Property |
| log10WS | -5.24 | Relay (... Calculated Property | |
| logPoct/wat | 4.881 | Crippen Calculated Property | |
| Pc | 1892.04 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 470.17 | K | Relay (... Calculated Property |
| Tc | 649.86 | K | Relay (... Calculated Property |
| Tfus | 188.00 | K | Relay (... Calculated Property |
| Vc | 0.725 | m3/kmol | Relay (... Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| ΔvapH | 54.70 | kJ/mol | 328.00 | NIST |
Similar Compounds
![[1,2]Azaborino[1,2-a][1,2]azaborine, octahydro-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAATgklEQVR4nO3dWUxU9x4H8P8gjICILG4wjqhVClgXRKy4FK3eSpU2t4k8tGH60IfJTR/GpLdmTKuZG9sHam7MmLs02Js2k6Y1oYk1U+tVIYpa9wWrsqiorO6ACyAMMv/78KfHucjOOec/w+/7eULnzDk/Zr5zzn87g4FzzgBoCJJdAIB+EHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQoJlF6AOznlxcXF0dLTZbI6NjZVdzgjR0NBQW1vb1NS0YsUKg8Eguxw18MB39uzZJUuWMMamTJkSHR2dl5fX3t4uu6jA1tHRkZ+fP2HCBJPJZDAY0tLSjh07JrsoFQR23Ovq6nJzc8WJJy4uLjU1VXyGU1JSDh48KLu6QHXw4MGUlBTxSqampsbFxTHGDAZDbm5uXV2d7OqGJVDj3t7e7nQ6x44dyxgzGo02m+3Jkyec88LCQuWtWr16dWlpqexKA8n169dzcnLEqzdz5syCggLOeUtLi8PhCAsLY4yFh4c7HI7W1lbZlQ5RQMbd7XZPnz5dvCvZ2dk3btzwfdTj8TidznHjxjHGQkJCbDbbo0ePZJUaKJqbmx0Ox+jRoxljY8aMcTgcz549892gtrbWYrGIC+mUKVNcLpfX65VV7ZAFWNzLysrWrFkjgp6cnLx///7etnz48KHNZhs1ahRjLDY21ul0Pn/+XM9SA4XX63W5XJMnTxYtFovFcufOnd42Li4unjdvnnj9MzMzS0pKdKxUBQET94aGBiW+MTExA4zv+fPnly9fLt6eBQsWHD16VIdSA8jp06cXL14sXp/09PQTJ070+5TOzk6XyzVp0iTGWFBQkMViuXv3rg6lqiIA4u7xePLz88ePHy8aJ1ar9cGDB4Pag9vtnjZtmtL4uXXrljaVBpK6ujqlcWIymQbbOGlqarLb7aLxExUVlZeX19bWpl21avH3uBcWFs6ePVvpel6+fHlo+2lpacnLy4uIiGCMhYWF2e32p0+fqltqoGhtbe32Uohe/hBcvXo1OztbvDuzZs0SXVt/5r9xv3btmuov5TBPaSNAtwvdzZs3h7/PbqekK1euDH+fGvHHuPteKCMiIhwOh7oXSt8G66JFi06ePKnizv3WhQsXlG5MamrqkSNHVNy5GA2LiooacoNTH/4Vd926Qb4H6nc4ItDpNkg1tOEEPflR3IuLi+fPn6/nINfLg80B0d8aOClTEAMfLNafX8Rd7hRGj1OJI4DcCea+pwJlkRx3/5mg3r9/f3Jysnh7rNZrZWVSqlBHWRm3Wguln197W+ghkbS4e73egoKChIQE0XrOycmpqqqSVYwgLv1LlvzVYODBwdxq5X7Z3epLUxO327nRyA0Gb0bGOqfT6fF45JZUX19vtVqDgoIYY/Hx8fn5+Z2dnbKKkRP3c+fOLV26VJx+/G1xaUMDt9l4cDBnjMfEcKeTd3TIrmkAOju5y8UnTuSM8aAgbrHwe/dk1+TjzJkzYpE2Y2zhwoXHjx+XUobecb99+7byWY+Li5P7We9DeTnPyuKMccZ4UhL/739lF9SnQ4f43Lld1a5YwS9elF1QT8T1fOrUqcr1vLq6Wuca9Iu7aMlFRkYqowSPHz/W7ehD43bzGTO6YpSdzSsrZRf0kpoabrF0VWg2c5dLdkH9EaNhoaGhvS291JROcXe73TNmzFD66ZV+GJxetLdzp5NHRnLGeEgIt9m4n3xIm5u5w8FDQzljPDycOxxcx9gMV01NjcViEXkwm80uvT6mmse9vLw8KytL/GJJSUn79u3T+ohauH2bW608KIgzxuPieH4+l9gE83p5QQGfOpUzxg0GnpPDdW8UqOPQoUNz584V2Vi5cuVF7RthGsZdzLEFBwcrc2wdAdHp6925c3zp0q6WQ1oal9LBPnuWL1nSVcPChVxSl081Ynp74sSJyjz6PS272JrEXdzYK5bsBgcHW63W+/fva3Eg/Ykza0LCizOrbsOn9fUvrjDx8ZKvMOpqbGy02+1Go1FZTqzRzfXqx72oqGjOnDniCrVq1apLly6pfgjpWlq4w8HDwl60mzWdHBP9h7FjOWPcaOQ2G5c9XaOJioqKdevWieQkJibu3btX9UOoGfeROhvfm9pabrFwg4EzxqdM4S4Xf3npg9fLGxt5YyNvaup1P21tXdv0uHLC7ebTp78YHfKPyXgNabr2QZ24j/i1Vn0oLubz53fFMTOTd1vY9vRp10OM8cLCnvfwj390bdDthpOyMr5mTddDycncn5ZaaUu7lW3DjTuplbS9ETOakya9mNFUli37xn3WrJ7HCl+Ou5jZHTXqxcyuny2k1YMW65aHFXea90n0RqxXGT2aM8YjIrjDwdva/i/ujPG//a2HJ/rG3ePhTiePiuoa5g/EdTvqUveulCHGHXfB9ebaNZ6dzRnj0dH8wYMXcV+4kDPGQ0P5tWvdn+Ib94YGHhvLGeOrV3M/vglOb2rdczjouOMe54H49Vf+ww+c+zRm/vMf/sorXe37bmeGbo2ZH37gv/4qoWY/p8od5YOLO77BYrCUuLtc/Kefun4WnwRFb11VeNkwmxUDjTu+n2hofOPOOf/TnzhjfNIk3tj4YhvEfbDOnDmTkZEh0jjAb4MS+o/7gwcP8O1zQ9Yt7r//3rWS/i9/ebEN4j4Eg/quP0U/cfd4PCaTSdx8tXHjRv9fsutvusWdc75hQ9d4pXJKQtyH7PHjxxs3bhSrD0wmU7+3bvXzx2q2bt3KOZ8/f35JScm2bdvEanUYjq1bWVwc83rZxx+z589lVxPgIiMjt23bVlpaumzZMsbY1q1b+96+n7hXVVXdvn37k08+UeZ1YZgiI9nf/84YYxcvsp07ZVczIsycOdNqtdbX11dVVfW9Jf4UmQQffMDefJMxxrZsYQ0NsquhBHGX41//YkYja2xkX3whuxRKEHc5kpLYJ58wxti//80qK2VXQwbiLs2WLSwhgXV0sPx82aWQgbhLEx7OnE7GGGtrk1wJHYi7TH/+M/vjK+xBD4i7ZP/8JwsPl10EGSPkj8T7LaOR5eUxxtiCBT1vkJDAdu1i5eVdG4OmEHdtGY3Mbu9nm3ffZe++q0s15KExI8GuXWzXLtlFkISzuwQffMAYY++/L7sOenB2B0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcQdCEHcgBHEHQhB3IARxB0IQdyAEcZfCwJhBdg0UIe5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhOCvZkvw448/yi6BKMRdgvfx9+ElQdw1d/369d27d3f7z6ioqMTExIyMjNDQUClV0YS4a660tHTTpk09PhQVFfXpp59u2rRp1KhROldFE+Kun/Xr18fExDDGWlpaqqurT5069ejRo82bN9fV1X399deyqyMBcdfPli1b5s6dq/yzpqZm3bp1V65cyc/P//jjj+fMmSOxNiIwECnN1KlTt2/fzhjjnB88eFB2OSQg7jIlJiaKHxobG+VWQgTiLlN5ebn4YcaMGXIrIQJxl6a+vv7zzz9njMXExKxfv152OSSgq6qfHTt2TJgwgTHW1NRUXV19+PBhj8djNpt37949btw42dWR0E/cp02bFh8fv3379rS0tJSUFH1qGqm+/fbbbv8THh7+xRdf+A7XwBBUVlbu3LnTZDJNmzat7y0NnPM+Hu7o6Jg+fXp9fb3RaNywYcPmzZsjIyPVrJSAPXv2vPfee4yxjz76SJzdOzs77969e+HChbKyMsZYenq62+2ePHmy5EID0JMnT7788ssdO3Z4PB6TyXTr1q2QkJC+nsD78/DhQ5vNJqb9YmNjnU7n8+fP+30WKH7++WfxUv/+++/dHtqzZ8+YMWMYY1lZWVJqC1xer9flcolzhMFgsFgsd+7c6fdZ/cddOH/+/PLly8XbtmDBgqNHjw6vWkL6iDvn/LPPPhOP3rhxQ//aAtTp06cXL14sXrf09PQTJ04M8IkDjbvgdruV5lF2dvatW7cGXSkZHo9HXAb7jvuuXbvEo/v37+ecP3/+3OPx6F1r4Kirq7NYLAaDgTFmMplcLpfX6x340wc3EPnOO++UlZXl5eVFRETs3bs3JSVl06ZNzc3Ng9oJBUVFRampqd98802/W9bU1IgfIiIiGGM7d+6cPXv2Tz/9pG19AejZs2dfffVVUlLS999/HxoaarfbKyoqPvzwQxH9gZLyIRvBKioq1q5dK17bpUuX8j7P7h0dHenp6Yyx0NDQ5uZmzvnSpUvFxmvXrq2oqJDwC/gltZoVQ4y74NuEWrRo0cmTJ4ezt0DX1NRkt9tHjx7NGIuIiHA4HG1tbbyXuN+/f7+oqEjpDm3YsEH8v8fjcTqdUVFRjLGQkBCr1frgwQMpv46f8O00pqamDrPTOKy486F2kEeYzs5Ol8s1adIkxlhQUJDFYrl7967yqBL33rz11lvPnj3z3WFDQ4MyGhYTE0NzNEyLIcHhxl1obm52OBzixDZmzBjlxEZBcXHx/PnzRXAzMzNLSkq6bdBb3MPDwzMzM7/77rvOzs4e91xWVrZmzRqxcXJysujLUiAucWKmOSQkxGazPXr0SJU9qxN34fr16zk5OeLtmTlzZkFBgYo790O1tbVKB2bKlCm9dWA8Hk/jSwb+/rnd7unTpyvN1hE/XllYWKjM369evbq0tFTFnasZd6GoqEi5U+HNN9+8dOmS6oeQrqWlxeFwhIWFiZO0w+FobW3V7nDt7e1Op3Ps2LGMMaPRaLPZnjx5ot3hZPHt5b/66qt79+5V/RDqx51z3tHRkZ+fLybMg4ODrVbr/fv3tTiQ/rxeb0FBQUJCguir5OTkVFVV6XPo+vp6q9UaFBTEGIuPj8/Pz++tFRRwGhsb7Xa70WhkjEVHR+fl5bW3t2txIE3iLoj+VnBwsPgdnE5nR0eHdofTwblz55SBwrS0tGPHjulfw9mzZ5csWSJqWLhw4fHjx/WvQUWilz9x4kSll3/v3j3tDqdh3IXy8vK3335bvD1JSUn79u3T+ohauH37tnJmjYuLk3tmFVeYqVOnKleY6upqWcUMx6FDh5TVoCtXruxx1lldmsddcLvdr7zyitLfqqys1Oe4wyfazWIdqBglePz4seyiOP9jNEx8TY0YDes2munPampqLBaLyIPZbHa5XPocV6e48z9Gl/wwN31wu93KbXX++SmVlZshk/sp1S/uwsutAv+cQCkvL8/KygqUNli3VsHFixdlV9QD0QYzm80S22B6x104d+7csmXL5Pb5euPbwxYzmgHRw9a5zzdYZ86cUXrY6enpsnrYcuLOpY7o9UaMn44fPz5wx099R/SioqK0G9EbOL8aP5UWd6HbfI3dbn/69KmUSnxnx1atWhXQs2MVFRXr1q0Tv0tiYqIW8zUD0drampeX51ezY5LjLgxwNl4jI3Xtg6az8f3qtvbh5s2beh69N34Rd8F3rdXrr79+6tQprY844le2abfWqg8lJSVvvPGGf65s86O48/5W0qp+ICLrlnW7ud73QP65btm/4i48ffpUOen63iehFpp3pVy4cMH3PokjR46ouPOXLyNNTU0q7l8t/hh34dq1a0qTetasWao0qXHPYbe74FRpUhcWFs6ePVvpJFy5cmX4+9SI/8ZdKCwsfO2115SX8vLly0PbT0tLi7ijnDEWFhYmcQhIOjFg4vtSDHnA5OrVq9nZ2coQ0C+//KJuqarz97hzzj0eT7fh8MHevonvC3nZMC90vjfmigH+gOjlB0DchaHdvolvg+rb6dOnMzIylMnOgXw/0cvTtxoNJ2ghYOIuDPz2TXzX3wAN6ub6w4cPz5s3T7z+mZmZ/rk4pw8BFneh20LFbrdvShlsDnT9LlSUOxWoloCMO+/p9k2xnLiwsDA5OVnWVGKg63GCWSz0EJ8EHW7M1VSgxl2oq6vLzc0Vp5y4uLjU1FTxVqWkpBw4cEB2dYHqwIEDyuqD1NTUuLg40c7Jzc2tq6uTXd2wBHbcBeX2TbPZrOmNvXQoN9ebTCaDwZCWlvbbb7/JLkoF/fw5g0DBOS8uLo6OjjabzbGxsbLLGSEaGhpqa2ubmppWrFgxuG8e9VcjJO4AA4G/vAeEIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhCDuQAjiDoQg7kAI4g6EIO5ACOIOhPwPJRVIeM1E9X0AAAAASUVORK5CYII=)
![1-Aza-5-boratricyclo[3.3.3.01,5]undecane.](data:image/png;base64,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)
Find more compounds similar to Borane, tributyl-.
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
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more. Take the time to validate and double check the source of the data.