- InChI
- InChI=1S/C18H26N2/c1-11-3-15-4-12(1)8-17(15,7-11)19-20-18-9-13-2-14(10-18)6-16(18)5-13/h11-16H,1-10H2/b20-19-
- InChI Key
- SSNIMZWWZHLQOJ-VXPUYCOJSA-N
- Formula
- C18H26N2
- SMILES
-
C1C2CC3CC1CC3(N=NC13CC4CC(CC1C
4)C3)C2 - Molecular Weight1
- 270.41
- CAS
- 107454-73-9
- 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.
- McVol : McGowan's characteristic volume (ml/mol).
- 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 | 0.5573 | Relay (1.0) Calculated Property | |
| ΔfG° | 295.17 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -102.25 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 93.95 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.92 | eV | Relay (1.0) Calculated Property |
| log10WS | -6.07 | Relay (1.0) Calculated Property | |
| logPoct/wat | 4.596 | Crippen Calculated Property | |
| McVol | 214.980 | ml/mol | McGowan Calculated Property |
| Pc | 1730.34 | kPa | Joback Calculated Property |
| Tboil | 614.94 | K | Relay (1.0) Calculated Property |
| Tc | 926.63 | K | Relay (1.0) Calculated Property |
| Tfus | 499.97 | K | Relay (1.0) Calculated Property |
| Vc | 0.895 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![cis-N-(1-Bicyclo[2.2.1]heptyl-N'-(1-adamantyl)diazene.](data:image/png;base64,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)
![cis-N-(1-Bicyclo[2.2.1]heptyl)-N'-(1-bicyclo[2.2.2]octyl)diazene.](data:image/png;base64,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)
![cis-1-Azobicyclo[2.2.2]octane.](data:image/png;base64,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)
![Bicyclo[2.2.1]heptane, 2-isothiocyanato-, exo-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAad0lEQVR4nO3deVhTV/oH8DcJCTsYEJeKsqkV3Pe6/Tru9lfH6jhprZap09ZMrYrOPGp0WkXH6kTbWpznafvEp9paxjqi/tzAsYN2VBy1NqIiQUBEEEQMssqa7fz+ODajiOQmudk47+ePPhXuvXmDX64355z7XgEhBBBig9DVBSDkPBh3xBCMO2IIxh0xBOOOGIJxRwzBuCOGYNwRQzDuiCEYd8QQjDtiCMYdMQTjjhiCcUcMwbgjhmDcEUMw7oghGHfEEIw7YgjGHTEE444YgnFHDMG4I4Zg3BFDMO6IIRh3xBCMO2IIxh0xBOOOGIJxRwzBuCOGYNwRQzDuiCEYd8QQjDtiCMYdMQTjjhiCcUcMwbgjhmDcEUMw7oghGHfEEIw7YgjGHTEE444YgnFHDMG4I4Zg3BFDMO6IIRh3xBCMO2IIxh0xBOOOGIJxRwzBuCOGYNwRQzDuiCEYd8QQjDtiCMYdMQTjjhiCcUcMwbgjhmDcEUMw7oghGHfEEIw7YgjGHTEE444YgnFHDMG4I4Zg3BFDMO6IIRh3xBCMO2IIxh0xBOOOGIJxRwzBuCOGYNwRQzDuiCEYd8QQL1cXgGxnMMDduwAAEREgEj31raoqqKmBbt3Az88lpbkpPLt7sPv3ISYGYmIgKan1t7Ztg5gYOHvWBVW5M4x7R7B+PRQVuboIT4Bx93h9+0JTE6xY4eo6PAHG3eMNHgzz5sHRo3DsmKtLcXue+lG1urq68BcajSYnJ6d79+4GgyExMfGll15ydXXOtm0bHDsGy5bBpEkQEODqatyYu8ddr9eXlJQUPi0vL6++vr7Vll5eXgaD4eTJk3PmzNm8eXNsbKxLCnaJ8HBQKGD9eti4ET75xNXVuDE3irtOpystLX0y1hqNJj8/32AwPLuxVCqNftq33367d+9esVh8+PDho0ePzp07d+vWrVFRUc5/Iy6xejXs3QtJSbBgAQwZ0sYGLS1w4QJMnOjswtyKa+L+5KWIWVFRkclkenZjmuy4uLj+/fvTZPfp0ycoKKjVZv369Tt48KDBYFi0aNF333134MCBo0ePLly4cNOmTV26dHHK23Ilb29ISoJXXoFly+DcuTY22LABlEqQyUClAqnU6fW5B4fHvc1kFxYWPrulWCyOjIxsdc7u16+fv78/lxcKDw9fuHChSqXS6/V5eXlbtmz5+uuvd+7c+f333y9ZsuTDDz8MDAzk+825lxkzYO5cOHQI9u9v47thYeDjAwcOwM8/w+7drJ7mCX+qqqoyMjJUKpVCoZDJZMOHD39ewry9vaOjo6dMmSKXy5OSktLT02/fvm0wGOwsoLi4WCwWi8XiwsJCQsiNGzdkMhl9xbCwMKVS2dzczMcbdbHz58ns2USrJXfvEgAik/33W3fvkoAAEhFBli8nAOTEiad21GjIyJEEgAgERC4njx45uXDXsz3uWq32888/X7p06SuvvNKnTx+JRNJmskNDQ0ePHj1//vx169Z9++2358+fv3//Po9voJW3334bAN5//33zV86fPz9+/HhaTEREhEqlMhqNjivAoU6fJhMnEgACQD78sI24E0K2bSMAJCSkjbgTQvR6olQSiYQAkKgocuaM02p3CzbGXavVbty4sVWypVLp8OHDZTKZQqFQqVQZGRnV1dW8VmvZrVu3RCKRt7d3aWnpk19PT08fOHAgrXPAgAEpKSlOLsxO6elkzJjHQQ8MJAoFqaxsO+56PRk06PGWz8adysoiQ4cSACIUErmcNDQ44R24BRvjnpqaCgDh4eGfffbZkSNHsrOzm5qa+K3MZvPmzQOAFStWtPq60WhMSUmJjIykoR83blxGRoZLKuTOZCLHjj2+AgEgnTuTxERiPoe0GXdCyLlzRCBoL+6EEJ2OKJVELCYAJC6OXL7soHfgXmyM+5YtWwDgj3/8I7/V8EKj0QiFQh8fn7Kysme/29LSolKpwsLCaOinTJmSlZXl/CItMhrJsWNk2LDHQe/ShSQmktrap7apqiJyOVGp2tj9k0+IXE5u3LDwKj/9RPr1IwDEy4soFKSlhbf63ZONcX/zzTcBYPfu3fxWw5fZs2cDgEKheN4GdXV1iYmJvr6+ACAUCuPj4+/du+fMCtuh05E9e8iLLz4Oeq9eJCmJNDZafZzMTFJZaXmzpiaiUBCRiACQgQNJZqYNJXsMG+Pev39/AFCr1fxWw5fMzEyBQODv719RUdHOZqWlpXK53MvLCwD8/PwUCkVVVZXTinxWSwvZs4f07v046FFRJCmJ2DaYVFNDevUiXbuSw4c5bX/uHImOJgDE25vs2JGm1+tteVW3Z0vcm5ubxWKxSCRqcOPPODNmzACAxMREi1vm5ubKZDKBQEA/bSuVykYbzqX2aW4mKhUJD38c9Lg4smcPsSdypaXkf/7n8dF+/3tSU2N5l8ZGolCQ8eNvAcCoUaNu3rxp+8u7K1vifvXqVQDo168f79Xw6MKFCwAQHBzMcXTo8uXLkydPphf0PXr0oNNVDq6REEIePSJJSaR798fRHDiQ7NlD7J6BIIQQk4moVMTfnwCQ7t3J8eOc9kpPP92zZ08A8PX13b59u+cO2rbJlrjv2bMHAF5//XXeq+HXxIkTAWDLli3cd0lPTx8+fDgN/YsvvpiSkmIymRxUXm1trVKpnDx5IQ360KEkJYXw/moFBWTCBOumlmpra+VyOf0hjB07Nj8/n+eaXMeWuK9cuRIANm3axHs1/Dp16hSd53pkzfyhyWRKSUnp06cP/fseOXLk6dOn+S1Mq9WuWbOGLvsRCASvv56Xns7vKzzFYCBKJfH2JgAkMpL8+9+c9vrnP//Zo0cPeppXKpUd4zRvS9ynT58OAEeOHOG9Gt6NGzcOAD777DNrd9TpdCqVqnv37ubxyitXrthfz4MHDxQKhd8v90uPGzfu1KlT9h+Wi+xsMnz4f0/z9fWWd6murjaf5qdOnXr37l3Hl+lYtsSdhoCuS3FzdDqsW7dutn36bGhoUCqVnTp1oqdhmUxm87/sRUVFCQkJdOiT/v5cunTJtkPZ7MkVBDEx5Nw5TnsdOHCATlMEBQWp2hzk9xxWx72iogIAAgMDHXdRy68RI0YAwBdffGHzESorKxUKBU2qWCyWy+VtTmA9T2FhYUJCgre3Nx3jnzlzpmsHcK9fJ0OG/HdqictA54MHD37zm9/QX9QZM2a0WqDhQayO++nTp+knGEdU4wiHDh0CgJ49e7bYN2dYUlLSapDe4phPdnZ2fHw83UUoFMpkspycHHtq4EtTE1m16vHU0vTpj65evcplr5SUlNDQUADo1KmTh57mrY77559/3mrJoZszmUx0cdiuXbvsP9rNmzfNg/QhISFKpbLNxULXr1+Pj48XiUQAIJFI4uPj8/Ly7H91fl28SGJjyaBBH3h5eSkUCi6ng9LSUjqhAQCHDh1yQpH8sjru77zzjp3XBs63d+9eAIiJieFrKP3SpUsTf7k/Ijw8XKVSmRfrX7hwYebMmfT3wdvbWy6Xu/MnvPr6pqVLl9JqR44cqdFoLO5iMplUKtXUqVPtvz/B+ayOO70Udv+1hE8yGAx9+/YFgL///e88HjYtLW3QoEE09P3799+8efOkSZPoHwMCAlauXFleXs7jyzlORkZG7969AcDHx0epVNqQY71e7xG3zlgXd4PB4OfnJxAInL+Q3U67du0CgNjYWH7Hj+kgfUxMDADQO2IDAwMTEhIceguLI9CpJXqaf+mllzheeuXn5y9atCg8PNw8G71s2TKtVuvoam1mXdxzc3MBICIiwjHFOJBOp6NdCQ4ePMj7wVtaWsaMGQMAM2fOrOGyPMVdnTx5kmaXy9RSWloanUAYPHjwBx98kJCQQH8IPXr0cNtBauvinpKSAgC//vWvHVSNQ3355ZcAMGTIEEcMoY4aNQoAzp49y/uRnaympsY8tTR+/Phbt261uVlxcXFQUJBQKGw1RLNv377Zs2fXtlqY7zasi/u6desA4M9//rODqnGo5uZmOiuemprK75GNRiNtl1DJZYG5J0hLS3vhhRfMU0vPniD+9Kc/AcDixYtdUp7NrIs7vW1i3759DqrG0bZv3w4Ao0eP5vew+fn5dGif38O6llarnTt3Lj3NT58+vaSk5Mnv0o/+7nkjWDusi3t0dDQAcBmuck8NDQ30A2U6r2uyDh48CACvvvoqj8d0E3v37g0JCQGAqKgo8zBuY2OjQCAICAjwlJl1Mys6ANfX19+5c8fb25v+ZnsiPz+/FStWAMDmzZt5POyNGzcAwNzpoCOZP39+Tk7Oa6+9tmHDBjo9DAD043jnzp3pSI5F5eXljqzRClbE/caNG4SQuLg489v2REuWLAkJCTlz5kxGRgZfx+zAcQeArl27Hjly5He/+535K0KhEAAIIVx2v3jxYmRk5Jo1a3Q6naNK5MyKuGdlZQGAeWLFQwUFBS1btgwAaDMFXnSMnwx3nTp1EolEWq3WaDRa3DgjI0Ov12/dunXMmDHZ2dlOKK893K97lixZAgCffvqpg66rnKampiY4OBgALvPRXaW+vl4oFEokEjuXoHkW+k8Zxx/gf/7zH3q7jFgsTkxMdOHqA+bO7gAQHBy8ePFi4OkKPjs722QyxcbGPq9tYIdE1wPv2LGDy8Zjx469du1aQkKCwWDYuHHjuHHj6HylC3D/zZBKpQDgcdPjbaqoqAgICBAIBNevX7fzUDt37gSA+Ph4XgrzFBUVFV27dhUIBJs2bXpy4V1lZeWPP/74vL3+9a9/me/7dskNgVzjXlxcDABhYWEOrcaZ6BDNG2+8Yedx6CeBbdu28VKVB7lw4QJd/t6zZ88FCxa88847kyZN8vHxkUql7XRQfHLWduzYsc+btXUQrnE/fvw4AEyePNmh1ThTWVmZr6+vUCjMzs625zgvv/wyAJw8eZKvwjyIVqtdu3bt0KFDpVJpaGjokCFD5s+fn5aWZnHHEydO0BluPz+/pKQkp43fc427OzeFtBm9gn/77bftOQg9w7lPzz2Xq6ur49Ift7q6Oj4+np7mp02b5py7ArjG3c2bQtqmuLhYIpGIRCKbb7guKSkBgNDQUH4L82hvvfVWbGwsx0Gbf/zjH+YbApOTv3N0bVxHZjrMsMyTevXqtWDBAqPR+Omnn9p2BPpjGTx4MK91ebDa2torV67cvHlz7Nix69atszi19MYbb+Tk5MyZM6empuby5d0FBf+r15c5sD4uvxPmppDOb57oaAUFBV5eXmKxuKioyIbdlUolACxfvpzvujxYU1OTQqGg9+kOGDCAY3+e/fuTL18OU6vh2rXOVVWOetgEp7h7RFNIm9HrtISEBBv2XbBgAQB8/fXXvFfl6S5cuEDXVonFYoVCodPpLO6i05XdujVTrQa1Gm7flun17XVvtg2nuHtKU0jb5OTktPP4g/ZZNbnImsbGRoVCQRfYjBo1ilvTEVNFherq1UC1Gq5f71pdfZjfkjhdu3fsJVCxsbGzZ89ubm6mPUW40+l0eXl5QqEwLi7OQbV5NDqXdPbs2ZiYmMuXLw8bNmzr1q2WltkIOneWx8VlBQZO1Osf3L49p7DwdYOhiq+SOMW9Q35OfVJsbKyfn9+wYcOs2is3N1en0/Xu3Zvjk1/ZNH78+MzMTLlc3tLSsmbNmgkTJtC7YdohkUT27Xs6IkIlFPpXVx/IyRlQW5vKTzVc/gnwoKaQNti+fbtAIBAIBNa25UhOTgaA3/72tw4qrIOx6r5vqrn5dm7uBLUa1GpBUZHcYKizswbLcfe4ppBWoUMrAoFgx44d1u67evVqANi4caMjCuuQKisr6cAAAEydOrWkhMvUkvHBg6QrV7zVasjKiqyre+6CHC4sx512SfegppDcJSYmAoBIJLKtnx5tH3eY49OP0C9SU1O7d+/u5+d34sSAigpOvSYbG7NzcoabT/NGI4d23W2xHHePawrJhclkovfSi0Si776zcTKPrvooKCjgtzYWPHjwYN++BDrmeOvWTJ3O8piYyaS7d2/9lStearWgrs7GB0xYjrsnNoVsn8lkossYJRKJzX09KysrAcDf379jPNbCJaqqUq5dC1Wr4erVThxP8w0N6vv3rXj6UCuW7zrtYMMyRqNx0aJF33zzjbe3d0pKyqxZs2w7zvXr1wFg0KBBdFwZ2UAqlQUETLh79w81NceKi/9QV5feq9eXXl5h7ezi5zfcz2+4ydRYWflNQ8NPLS13hMIAH5/ewcGzAgMnCgQW8mzhr8poNObk5AgEggEDBlj9btyP0WhcuHDhN9984+/vn5qaanPWoaPPRTiNWNwtJuZodHSKSCStrj6o0Qyoqfm/9ncxGKpyc1+6e3dpdfVho7FOpyuqqFAVFMw0mZosvpyF34aCgoLGxsaIiAj6wBaPptPp5s2bd/jw4eDg4BMnTowdO9aeo2HceSSVyvz9RxUVvfvo0enbt+dKpbJevb7y8gptc+Py8i1NTTdCQub16rVTJAoEAKOxtqHhZ/r/7bNwdu8wVzKNjY2zZs06fPiwVCr94Ycf7Mw6dKCfjJuQSCL69k2PiFAJhQF0aqmm5libWz56dBoAXnjhY3O+RaLgoKApXF7FQtzpOYyuSPZcDQ0Ns2bN+uGHH7p06XLmzJnRo0fbeUCTyaTRaACgY1zjuQ3zCoKX9fry27dfKyx83WisbrURIQQADIYKW16h/U+yxcXF9G90ypQp9t/F7BI1NTW0EXO3bt3svE/PrEM2hXQnpooKVWamn1oNWVkRrYYdi4vfV6shK6tXbe1JQqwbFrMQd71ev3btWtrG28vL67333mvVGtPNVVVV0VbUERERPN4F3IGbQrqPpiZNTs4ItRo0moFPxlqv12o0g+iYfVZWz3v31rW03OF4TE5rZrRarUKhoI9KlEgkcrn8wYMHNrwBJysvL6fX1lFRUfwu+KHTsWvXruXxmOhZJpO+rOwvDQ2tbxAxmVqqqvbfuvXqlStitRquXBGVl3/C5YBW9Jm5c+eOXC6nw8yBgYEKhaKuzt4lO45TVlbWv39/AIiNjeX9vuk5c+YAwPfff8/vYZG19PqKsrK/0KnW+voLFre3+lFkN27ckMlk9Lo/LCxMqVS6YbO4oqIi+rykoUOHOuJRQfTBXbRHLHK5+/c3q9VQUrLK4pa2PCSeEJKRkTFu3Dga+r59+6akpLjPesm8vDzaqmrEiBEPHz7k/fhsNoV0Z1VVKWo1FBW9Z3FLG+NOfnnonLnX+4gRI06dOmXz0fiSk5NDn7IyYcIEBz0h6OLFiwAwePBgRxwcWaTTtW7bWFj4ploN5eWWG7nZHndKr9erVCqaMDpeqVar7TymzTIzMzt37gwAv/rVrx49euSgV2GzKaTbMGZl9dRoBt2799HDh99qtV/euvUKvbGVy63c9sadamhoUCqVdKGBQCCQyWQ2Nyqy2c8//0wfq/Lqq69y6WJlM2abQroDo7GxrGxDdvaLdCCSroDPz5/W1MTpQbD8xJ2qrKxUKBS+vr4AIBaL5XK501rJnTt3LigoCABkMhmXHg/2YLkppPvQ6crq6y83NmYbjVb0PuIz7lRpaalcLqcPtPHz81MoFI5+xPaPP/4YEBAAAG+++eaTzZcdhC6psKFLB3I5/uNO5ebmymQy+qiqkJAQpVLpoA5kqampPj4+ALBo0SIn3GmBTSE9mqPiTv3000+TJk2in2LDw8NVKhW/Z9/9+/eLxWIAWLx4sXNGQtPS0gBg0qRJTngtxDvHxp1KT083t3Dp168fX4P0e/fupZdMq1evtv9oHP31r38FbArpsZwRd/LLID2djASAUaNGtfNIEy527txJlzMoFAq+iuRi/vz5gE0hPZaT4k7pdDqVSkWbNNFB+szMTBuO88UXX9BGSE57DGBzc/PNmzePHz9Ouw9gU0gP5dS4U/X19Uqlkj7qkQ7SW7U0155GSFw0Nzffvn07PT09KSlJLpdPmTIlOjqatm+mr7to0aKGhgZHvDRyNBfEnXr48KFCoaCDKnSQnssz/WjWbW6E1IpWq7148WJycvKGDRveeuutMWPGdOnSpc2bYLy8vGJiYqZNm7Z48WJHj6sixxEQbo/6dpCSkpKPP/54165dRqPR399/6dKla9eupSf+VgghK1eu3L59u0gk2r1795PPLOeiurq68BcajSYnJ6egoKC2tvbZLSUSSXh4ePTT4uLi6PQZ8mgujjt18+bNxMTEgwcPEkJCQ0NXrVq1fPlyeuKnCCErVqz429/+JpFI9u3bR59h2ya9Xl9SUlL4tNzc3IaGhmc39vHxiY6O7t+//5PJjoyMxNYxHZVbxJ26dOnSmjVrzp49CwA9e/b86KOP3n33XZFIZDQa5XL57t27WzVCamlpuXfv3pOx1mg0+fn5BoPh2YNLpdLotjj1HSJXc6O4U6dOnVq1atW1a9cAIC4ubv369WlpacnJyb6+vitXrvT39zeHu6ioyGQyPXsEmuy4uDjzabtPnz50RQ1inNvFHQBMJlNycnJiYiJ9VPfzSCSSqKiomJiY3r17m/8bFRUlkUicViryLO4Yd6qlpeWrr746cOBAVlaWTqczf3w0n7YjIiLM44MIceG+cTerrq6WSqWurgJ1BB4Qd4T4giNuiCEYd8QQjDtiCMYdMQTjjhiCcUcMwbgjhmDcEUMw7oghGHfEEIw7YgjGHTEE444YgnFHDMG4I4Zg3BFDMO6IIRh3xBCMO2IIxh0xBOOOGIJxRwzBuCOGYNwRQzDuiCEYd8QQjDtiCMYdMQTjjhiCcUcMwbgjhmDcEUMw7oghGHfEEIw7YgjGHTEE444YgnFHDMG4I4Zg3BFDMO6IIRh3xBCMO2IIxh0xBOOOGIJxRwzBuCOGYNwRQzDuiCEYd8QQjDtiCMYdMQTjjhiCcUcMwbgjhmDcEUMw7oghGHfEEIw7YgjGHTEE444YgnFHDMG4I4Zg3BFDMO6IIRh3xBCMO2IIxh0xBOOOGIJxRwzBuCOGYNwRQzDuiCEYd8QQjDtiCMYdMQTjjhiCcUcMwbgjhmDcEUMw7ogh/w8PU4pSdUNVIQAAAABJRU5ErkJggg==)
![6,7-Diazatricyclo[3.2.2.0(2,4)]non-6-ene, oxide.](data:image/png;base64,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)
Find more compounds similar to cis-3-Azonoradamantane.
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
- Joback Method
- McGowan Method
- NIST Webbook
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