- InChI
- InChI=1S/C8H3ClO3/c9-4-1-2-5-6(3-4)8(11)12-7(5)10/h1-3H
- InChI Key
- BTTRMCQEPDPCPA-UHFFFAOYSA-N
- Formula
- C8H3ClO3
- SMILES
- O=C1OC(=O)c2cc(Cl)ccc21
- Molecular Weight1
- 182.56
- CAS
- 118-45-6
- Other Names
-
- 3-chlorophthalic anhydride
- 4-chlorophthalic anhydride
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- 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).
- Tboil : Boiling point at given pressure (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 |
|---|---|---|---|
| ΔfG° | -165.14 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -324.86 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 18.00 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 54.61 | kJ/mol | Joback Calculated Property |
| log10WS | -2.61 | Crippen Calculated Property | |
| logPoct/wat | 1.651 | Crippen Calculated Property | |
| McVol | 110.210 | ml/mol | McGowan Calculated Property |
| Pc | 4456.32 | kPa | Joback Calculated Property |
| Tboil | 560.00 | K | Saturat... |
| Tc | 897.36 | K | Joback Calculated Property |
| Tfus | 398.70 | K | Solubil... |
| Vc | 0.417 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [245.58; 295.11] | J/mol×K | [630.51; 897.36] | 
|
| Cp,gas | 245.58 | J/mol×K | 630.51 | Joback Calculated Property |
| Cp,gas | 255.69 | J/mol×K | 674.98 | Joback Calculated Property |
| Cp,gas | 265.08 | J/mol×K | 719.46 | Joback Calculated Property |
| Cp,gas | 273.74 | J/mol×K | 763.93 | Joback Calculated Property |
| Cp,gas | 281.65 | J/mol×K | 808.41 | Joback Calculated Property |
| Cp,gas | 288.78 | J/mol×K | 852.88 | Joback Calculated Property |
| Cp,gas | 295.11 | J/mol×K | 897.36 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboil | [447.27; 559.17] | K | [3.41; 99.10] |
|
| Tboil | 447.27 | K | 3.41 | Saturat... |
| Tboil | 454.31 | K | 4.47 | Saturat... |
| Tboil | 458.14 | K | 5.15 | Saturat... |
| Tboil | 460.53 | K | 5.63 | Saturat... |
| Tboil | 464.38 | K | 6.46 | Saturat... |
| Tboil | 467.50 | K | 7.21 | Saturat... |
| Tboil | 471.34 | K | 8.27 | Saturat... |
| Tboil | 474.46 | K | 9.22 | Saturat... |
| Tboil | 478.77 | K | 10.66 | Saturat... |
| Tboil | 481.63 | K | 11.74 | Saturat... |
| Tboil | 484.75 | K | 12.99 | Saturat... |
| Tboil | 488.12 | K | 14.48 | Saturat... |
| Tboil | 491.12 | K | 15.93 | Saturat... |
| Tboil | 493.51 | K | 17.17 | Saturat... |
| Tboil | 496.04 | K | 18.59 | Saturat... |
| Tboil | 498.87 | K | 20.24 | Saturat... |
| Tboil | 501.20 | K | 21.71 | Saturat... |
| Tboil | 503.82 | K | 23.52 | Saturat... |
| Tboil | 506.46 | K | 25.37 | Saturat... |
| Tboil | 509.05 | K | 27.38 | Saturat... |
| Tboil | 511.82 | K | 29.59 | Saturat... |
| Tboil | 514.56 | K | 31.99 | Saturat... |
| Tboil | 517.33 | K | 34.47 | Saturat... |
| Tboil | 520.10 | K | 37.26 | Saturat... |
| Tboil | 522.91 | K | 40.20 | Saturat... |
| Tboil | 526.11 | K | 43.82 | Saturat... |
| Tboil | 528.63 | K | 46.79 | Saturat... |
| Tboil | 531.55 | K | 50.50 | Saturat... |
| Tboil | 534.47 | K | 54.42 | Saturat... |
| Tboil | 537.45 | K | 58.75 | Saturat... |
| Tboil | 540.44 | K | 63.31 | Saturat... |
| Tboil | 543.50 | K | 68.30 | Saturat... |
| Tboil | 546.20 | K | 72.98 | Saturat... |
| Tboil | 549.65 | K | 79.29 | Saturat... |
| Tboil | 553.24 | K | 86.41 | Saturat... |
| Tboil | 555.97 | K | 92.12 | Saturat... |
| Tboil | 559.17 | K | 99.10 | Saturat... |
Similar Compounds
![Naphtho[1,2-c]furan-1,3-dione.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAkxElEQVR4nO2deVxU5f7HPwPDjgiowDAggoiJqFwRI8nlui+YK26IaaVefxmmVpbXpLS6mtctbypZKpUrikpqKi4kKmkukOIaKvuiCLKOLPP8/nhsxNkYmOUMnOf96sWr1zxnzvlOveecZ57l+xUQQsBg8AMTrgNgMAwH053BI5juDB7BdGfwCKY7g0cw3Rk8gunO4BFMdwaPYLozeATTncEjmO4MHsF0Z/AIpjuDRzDdGTyC6c7gEUx3Bo9gujN4BNOdwSOY7gwewXRn8AimO4NHMN0ZPILpzuARTHcGj2C6M3gE053BI5juDB7BdGfwCKY7g0cw3Rk8gunO4BFMdwaPYLozeATTncEjmO4MHsF0Z/AIpjuDRzDdGTyC6c7gEUx3Bo9gujN4BNOdwSOY7gwewXRn8AimO4NHMN0ZPELIdQBNiqQknDyJ/HzY2uIf/8DIkbC25jomRgMQEEK4jqEpUFKCKVNw5AhEIvj44PFj3LwJkQgxMejVi+vgGJrCOjOaER6O48exZQuys5GQgBs3kJICKysMH46MDK6DY2gK010Dfv8dcXGYPx/vvAOB4PmLXbpg716UlGDlSk6DYzQAprsG/PILAISHy7/evTu6dHneymgKMN014O5dAPDyUtLk7Y3MTFRWGjgiRuNgumtARQUsLWFjo6SpdWsAKC83cESMxsF01wA7O0gkKC5W0pSTAxMT2NkZOiRGo2C6a4CfH/B3l0aOO3fQsSPMzQ0cEaNxMN01YOxYCASIipJ//dQp3LuH0FAuYmI0Bqa7BnTqhJkzsW0bIiNRUQEAhODECUyZAnd3zJ/PdXwMTWGzqppRXY3330dUFMzN4eaG4mI8eoTu3bFnD7y9uQ6OoSlMd7X85z/w9sbIkbC0BICHD3H6NPLyYGODHj3w2mswYY/HpgTTXTXFxXB2hlSK3NznA46MJg67Oanm0CFUVaFfPyWus3mlpgnTXTX79wPAuHHyr9fUoF07/POfKC01fFAMbWDr3VVQVob4eJiYYNQo+aYzZ1BQgNat0aIFF5ExGg+7u6vgyBFIJOjVCyKRfFNsLKDsrs8wepjuKlDVk5FKcegQAIwda+iQGFrDRmaUIZHAyQmlpbh/H56eLzUlJqJPH3h64v59joJjNB52d1fG8eMoLUWPHvKu4++ezPjxhg+KoT1Md2Wo6skQggMHANaTaaqwzowC1dVwdkZREW7fRseOLzX98Qd69oRYjMzMF7v4GE0HdndX4PRpFBXBz0/edfx916cLJBlNEKa7Aqp6MgAOHgRYT6YJwzozLyOVQixGXh5SUtC160tN16+ja1e0bo3cXAjZ9FyThN3dX+bsWeTlwdtb3nX8fdcfM4a53nRhur+MmhlT2sR6Mk0ZpvsLCCEH09NLu3Qhik7fu4fr12Fvj/79uQiNoRuY7i+4ePHimLg436IiBAbKt9GezMiRbBd2k4bp/oLY2FgA48aNEyiMM5K4OAAYM8bwUTF0CNP9BVT3sQo9mYyMjHY3b27t3x9Dh3IRF0NnMN2fk5KSkpaW5uzsHBwcLNcUGxub8fTpsVatYGXFSWwMXcF0f87+/fsBjB492tTUVK5J1V2f0eRg00zP8fPzS01NPX78+ODBg+u+np+fLxaLhUJhQUGBHUuO18Rhd3cAuHv3bmpqqr29fb9+/eSaDhw4UFtbO3jwYOZ6M4DpDgD79u0DMGrUKHOFcUbWk2lOMN0B1U4XFxf/9ttvQqEwJCSEi7gYOobpjocPH169etXW1nbQoEFyTQcPHqyqqvrnP//ZmqVVahYw3REbG0sIGTFihJXCOCPryTQzmO4qnS4rK4uPjzcxMRmlmGqG0TThu+55eXlJSUmWlpbDhg2Tazp8+LBEIgkODhYpppphNE34rntsbKxUKh0yZEgLhZRgrCfT/GC6K3daIpEcO3ZMIBCMYcvCmhF835gTEBCQnp6uOM547Nix0tLSwMBADw8PTgJj6AO+391Xrlx5+/btmzdvzps3b/LkydHR0TU1NWA9meYK4SsVFRUHDhyYOnVqy5Yt6X8Kusx9yZIl1dXVDg4OAG7fvs11mAxdwrslYpWVlSdPnoyJiTl06FBJSQl90dfXNzQ0tH379jNmzCCEnDhxol27dqdOnZo1axa30TJ0DNffNwNRXl4eFxcXHh5ua2sr++y+vr6RkZF1b+FLly4FIBaLHz16xGG0DD3RzO/uxcXFcXFxhw8fPnr0aPnfpdzpvXzq1KneCkXzpFLpwIEDz5w5M2zYsCNHjiju4uMPycnJW7duTUtLc3FxcXNzE4lEYrHY1dXV1dXV2dnZpGnWYGumuj9+jIMHPzx/fv2OHdXV1QBMTU179+49bty4MWPGiMViNW/Nysry9/cvLCxcv359RESEoSI2Ls6cOTNw4EB7e/snT54oPcDBwUEkErm6unp5edF/kf0ViURGe5toXroXFuLIEcTE4PhxVFev7dv3w3PngoKCQkNDJ0yYoPnk6OHDh9944w1zc/OkpKR//OMfeg3ZCCkqKvL398/IyHj33XeHDh2ak5OTk5OTlZWVl5eXmZmZl5dXUFCg5u3W1tZubm4uLi7u7u6KTwZLWrKTI4xVd4kEmv93ycrCgQPYtw/nzkEqBQBzcwwY8HTy5Jrhw1u1atWI6//f//3fpk2bvL29r169qjjh2rwZPXr0oUOHevfufebMGcWtjACqqqoeP36cm5ubk5Mj9/f+/ftFRUVqTm5paSl7FMg9Gdq2bSvUc4Y2Y9KdEGzbhs2bce0aampgZ4eBA7FkCVTdXzMycOAAYmKQlPTccktLDByIkSMxZgzatNEmFolEEhQUlJKSMmPGjK1bt2pzqqbFt99+O3fuXHt7++Tk5MZNsZWWlmZlZeXm5mZnZ9MnQ3Z2dm5ubmZmZn5+flVVlao3CoVCZ2dnsVgsEokGDhw4d+5cLT6HcoxJ91mzsGULRoxAaCgcHXH3LjZsQF4eYmMxfPiLwx4+xKFDiInBhQugwVPLQ0MxejR0t8Xu5s2bgYGBFRUVP//8c1hYmK5Oa8ykpqYGBgZWVlbu3r174sSJ+rhEUVGR4jOB/k1PT6+traWH+fv7e3l50f3yuoTLYaG6xMYSgCxY8NKLhYXEx4e0bk1KSkhpKVm+nPj7E+D5Py1akEmTSEwMKS/XU1BRUVEAbG1t79y5o6dLGA+VlZVdu3YFMHv2bE4CePbsWXp6+vnz53fs2EF3Bv/++++6vYTR6D5wILG3JxUV8q/v3UsA8v33pKqKODoSgNjbk9BQEh1NysoMENfkyZMB9OjR49mzZwa4HIf861//AuDr61uut9uH5nz00UcAJk2apNvTGofuUimxsSH9+ilpys4mAJkxgxBCtm4lR44Qw2pXVFTUrl07AB999JEhr2tgDh8+LBAILCwsrl27xnUshBCSlZVlbm5uamp6//59HZ7WOHR/+pQAJDxcSVNtLbGwIMOGGTymF1y8eNHMzMzExOTEiRMchqE/srKy6PjVN998w3UsL6C/lxbI9W+1wzh0Ly0lAJkyRUlTTQ0xMyMjRxo8ppf44osvADg5OeXm5nIbic6pra3t378/gGHDhkmlUsUDEhMTa2pqDB9YSkoKgBYtWhQXF+vqnMahu1RK7OxI795KmjIzCUA4+vEko7a2dsCAAQCGDBlSW1vLbTC6Zfny5QCcnZ3z8vIUWy9cuCAUCvv161ddXW342GiWq9WrV+vqhMahOyFk2DBia0tKS+Vf//lnApCff+YippfIy8tzdnYGsGrVKq5j0RmXLl2i/bT4+HjF1uLiYk9PTwCLFi0yfGyEkLi4OABubm5VVVU6OaHR6H74MAHIu+++9OKjR6R9e+LqqmTEhguOHj0qEAjMzMySkpK4jkUH1GvzlClTAAQEBHA1KiWVSjt16gRg9+7dOjmh0ehOCHnvPQKQwYPJtm0kLo6sWkXc3Ym1NTl9muvIXjBv3jwA7du3f/r0KdexaAu1WdUYK51LNsycQ1lZ2TfffKP0V+mmTZtokDq5kDHpTgj5+WcSFETMzAhAHBzIxIkkNZXrmF5CIpHQRWMTJkzgOhatUG/zvXv36EqhH3/80QDBZGdn02HHv/76S66poqKCpnBLTEzU/kJGpruMykquI1CJTIXt27dzHUsjkX2En376SbG1qqrq1VdfNfBXetq0aQDef/99xaZPP/0UwJgxY7S/ilHqvmULmTWLXLrEdRwq2bZtGwAbG5tbt25xHUuDqdfmhQsXAvDy8jJkh+3PP/8UCAQtWrQoKiqSa8rPz7e0tDQxMbl3756WVzFK3SdNIgDZtYvrONRBJ0G6dOlSacQPIqUsWLBAjc3Hjx8XCARCofDChQsGDowO9X799deKTW+99RaAuXPnankJpnsjKS0t9fHxATB//nyuY2kAMpuVDi4VFBTQTTArVqwwfGxHjhwBIBaLFYcdr1+/LhAIrK2tHz9+rM0ljFL3yZMJQHbu5DqOevjjjz/Mzc0FAsGhQ4e4jkUj1NsslUppeqm+fftyMo0qlUp9fX0B7NixQ7F1yJAhAL766ittLsF014qvv/4aQJs2bbKzs7mOpR7qtXn16tUAWrduzeFn+e677wB0795dsen48eMAXF1dtZkEMErdp0whAFH2FTc2pFLpiBEjOLwjao56m//8809LS0vOn1QSicTFxQVAQkKCYmu3bt0AREdHN/r8THdtyc/Ppz2EL7/8kutYVKLe5rKysldeeQXAe++9Z/jY5IiMjATwxhtvKDbRuYIuXbooXcqmCUape1iYkayT0ZDjx4+bmJgIhcLz589zHYsS6rV5xowZAPz8/CqMYLFGQUGBlZWVQCC4efOmXJNEIqF3lpMnTzbu5Ex33fDhhx8CcHd3Lyws5DoWeegoXufOnZXaHBMTA8DS0vLPP/80fGxKmTlzJoA5c+YoNtH1m8OHD2/cmY1S96lTCUCUTfgZLVVVVUFBQQDGjRvHdSwvIbM5JSVFsTUjI8PR0RFAVFSU4WNTxe3bt01MTKytrRVTFxYWFtrY2AgEgtRGrS5huuuMtLQ0uqF4y5YtXMfyHPU2V1dXBwcHAxg7dqzhY1PP8OHDASxfvlyxac6cOQBmzpzZiNMy3XXJnj171NxKDYzMZlWrTZYsWUJXk2s5d6MPTp48SbePKU5a371718TExMLCohE7y4xS9/BwAhCDrMXTOdOnT6crhGNjY5OTk/Pz87mKhK6sUmXz2bNnTU1NTUxMThvT+uq60JWnW7duVWx64403AERGRjb0nEx3HVNaWmpnZ1c3/5a5ublIJAoICAgJCZk1a1ZkZGRUVFRcXNzly5efPHmipzBkNp86dUqx9cmTJzTCRhhjMKKjo+l4keKwY0JCAp3da+hQklHqPm0aAYgWswkcQudZW7RoMWDAAD8/P9p1VkOLFi06derUv3//8PDwRYsWrV+/ft++fefPn09PT2/09GFRURG1eenSpUoPmDBhAoDg4GBOdqBqSFVVlZubG4Djx48rtvbs2RPAd99916BzGlPSPBlvvokff0R0NKZN4zqUhnHlypVevXpVV1cfOnRo5MiR9MVnz54VFhbWTRoqyxSXnZ399OlTNSeU5ZVW/Ovh4aE0XymASZMm7dmzp2fPnufOnTMzM5Nr3bx585w5c+zt7a9du0ZT6Bgt//nPfxYvXjxkyJBjx47JNe3cuTMsLKxjx443b97UPNm8Ueo+fTqio7F9O958k+tQGkB5eXlAQMCdO3fmz5+/Zs0aDd9FcybSpKF1k0pnZWXl5+fTumhKMTc3d3Z2dnd3r5tOWiwWJyYmfvbZZy1btkxOTla0WZb4cufOnTRBmjFTVFTUtm3bsrKy5ORkuoJARk1NTfv27TMyMo4cOTK8bgpR9ejkuaNbEj/55Gjfvqk62o1rMOh+HN2ugH/y5MmNGzfi4+Ojo6NXrFgxa9askJCQgIAAkUik6pZGtynt2bNH6QmTk5N9fHzefvttXUWob2ge4LfeekuxifYbBwwYoPnZjPHuPmPGjO3bt2/bto2OcjQJ9u7dO3HiRBsbm8uXL9MZe30jkUjqppOmT4aMjIxr166VlZX98ccfPXr0UPrGsrIyOoljgCC158GDBx06dBAKhQ8ePJArSFFSUtK2bdunT59evXpV06oTOvsa6g5q+bZt27gORFNkE0w//PAD17GQDz74AMDkyZO5DkRn0MLlS5YsUWx6//33AUybNk3DUxmj7nTFktIBVyOkurr6tddeg9EsH8jKyjIzMxMKhenp6VzHohsSExMBODo6linkfH7w4IFQKDQzM8vMzNTkVE2yfppRsXTp0qSkJHd3d7o1gXPEYvH48eNramo2bNjAdSy64fXXXw8KCnry5MlPP/0k19SuXbsxY8ZUV1dv3LhRo3Pp4duoLXQFnzF0DOolISHB1NRUKBSeO3eO61hecPnyZQB2dnY6TCbKLbt37wbQoUMHxQSdly5dAuDg4FCqmHFRAXZ3bzxFRUXTpk2rra1dunQpXZ1SF0LI+PHjP/vsMymtG2VAAgIC+vTpU1JSQhOENAPGjRvn4eGRlpZ25coVuabAwMBevXoVFRVt3769/hPp5cuoHW+//TaA77//nutA6mHUqFEAevfurXTb3v/+9z8Ajo6OOTk5ho/t4MGDADw8PIx53rRBnDp1SjHHGGXfvn0APD09690/yXRvJLRnbG9v//DhQ8XWGzduWFlZQXe5PBuKVCql46F79+7lJABDUlNT4+XlBSA2Nlb9kawz0xhSU1Np8aDNmzcrVmOUSCRTpkyprKycPXu2nurX1YtAIHjvvfcArFq1ipMADImpqamzs3OnTp06d+5cz6GG+f41iHfeeQfGtElCjnor1BlJTa/y8nKaTNQ4d9DqELp20sbG5vbt2+qPZLo3GPU2x8bGArCwsEhOTjZ8bHL8+9//htFMCOiJv/76i87xaZKh1hh1pztzG7q20zDIbFZaoU5W02vDhg0GD00JeXl5lpaWShNJNw9k6V1DQ0M1Od6IdM/NzY2JiSFGrLt6m+ut6cUJdEWGMSSQ0Qc0AYSnp6eGMwzGont8fLxIJKKJZ2fNmgUj2xtPNLB52bJlUF3Tiyt0lUzUCDlz5gxN76N5smLuda+uro6MjKTLWfv375+dnW2cuqu3WVZ7VWlNL24ZNGgQOErqqz9k6V0blLyNY90fPHhA11cJhcLIyEg6RTx79mwY2TZK9TbLanp9/PHHho+tXn799VdonUzUqJBKpXSzWJ8+fRqUmpNL3ffu3Wtvbw/Aw8Oj7pqT2NhYunzZy8srIiIiMTGR265wvTarr+llDNCRU6WlaZoi69atA+Dg4NDQVZ/c6F5SUkJ7LHSYTHFD/qJFi+iPQoqnp+fChQvPnz/PSQlf9Tb/8MMPMFSFukbz/fffA+jatavx/IZuNNevX6cz1gcPHmzoeznQ/cqVKx06dABgZWW1bt06VYfV1NQkJiZGRES4urrKvG/dunV4eHhcXJyu6srWi3qb1df0Mh5kiaSNNquMhpSXl9NKq+/KleDVDIPqLpVK161bZ2FhAaBz587qc3Du3Llz8eLFhJDa2trLly9HRkbSLwnF0dGRei+RSPQXcL0V6mj6h/DwcP3FoCs+//xzACEhIVwHohV0ClJVetd6MZzuBQUFNPM/9UPNBHtZWRnd0CQQCC5evFi36caNG5GRkfT7TbG2tg4JCYmOji4pKdFtwPXarL6ml7EhSyaqmEi6qUBXPmqTk9BAup8+fZr2Sezt7dWv0btx44afnx/9VGq6OmlpaevWrQsODhYIBNR7Kysr6r2u9jTMnz8fqgtkHzt2TE1NL+OEDnnNmjWL60AaQ2ZmJs1RtXHjxkafRP+6V1dLFy9+rUsXAH379lWzp1AqlUZFRdFfIb6+vhp+gx88eCDnvampaXBw8Lp167SZ7lFvc35+Pu0Kr1y5stGXMDx37tyhyUSNaiJME2pra/v16wdgxIgR2vza1rPuDx6QoCACpLVr9+Xy5WqGSB89eiRLu6W+q6OKzMzMqKiokJAQoVAo531WVlaDTqXeZs4r1GkDjfzzzz/nOpCGQSvYiMViIy40uX8/cXAgAHF3J2fPqjnwzJkzYrEYQMuWLbXfD/H48ePo6OiQkBBzc3PqvYmJSUBAQGRkpCZjhbLqYv369VNq83//+19wXaGu0Zw+fRoqEkkbLYmJiWrSuzYI/eheUUEiIghAADJ6NFFdv4WuIKC5Dl999dX79+/rMIqioqK9e/eGh4fb2trKftr6+vpGRkaqqf1AbVZVO/LKlStNq5aqIoGBgTD6zWIyZOldleaZaSh60D01lXTpQgBiaUlU/9YkhKSnp7/++uu017Fo0SL9DaVXVFTExcWFh4fThdEUpVO26m2W1fSKiIjQU6gGgKav6NixY5OYcpo0aRKAwMBAneiha92jo4m1NQFIp05E7f6G2NhY+kPbzc3tt99+03EYKqisrIyPj4+IiHBycpJ57+HhQb0vLS2lNs+bN0/p242qQl2jqaqqcnd3B/Drr79yHUs9REVF0S6urh77utO9uJhMmPC8AxMeThQSPsl4Vl4uW0EwatQoThamVlVVnThxYvbs2c7OzjLv6YxSt27dlPZrb926JRQKra2tG1cEy6hYsWIFgEGDBnEdiDru3r1Le6FKa8Y3Dh3pnpBA3NwIQFq2JLt2qTsyNVXateuoV1+lw+qcP09ra2sTExMXLVrk7e1tZWVlY2Ozf/9+VQcnJSXtUv/pmghFRUXUJKV7sigVFRUhISEzZ8787LPPvvvuu8OHDycnJxtsBFMikfj7+wOYMWOGDk+rte41NSQykpiaEoD07EnS0tQdvHEjsbIiwKOgIGMo1lUXqVRKs5dNnTqV61gMQUREBIDp06erOuDevXtQhpraOzocqqLheXt763ayXLuE15mZmDIF587B1BSffILISPw95i3P06eYPRt79gBAeDg2bYKNTeOvqx/S09O9vb0FAkFaWhrt3TZjaCJpExOT+/fv05owcpSUlCQkJMhVWMjNzS0sLFRzWhsbG3d3dxcXFzc3N1mFBZFI5Obm5uLiQpdL1cuvv/46YsQIoVCYmJhIt6LqDK2+LGlppGVL4uxMlFXPecHvvxNPTwIQOzuyc6dWV9QzNC3MokWLuA7EEIwbNw4AXYenOZWVlWlpaYmJibt37167du3ChQvDwsL69OnToUOHenPGOzk59erVS/358/Ly6A+q1atXa/HhlKN1OYOEBPj5oXVr5a1SKTZswIcforoagYHYtQvt22t1OT1z+fLlwMBAe3v7zMzMuqP1zZILFy4EBwc7ODhkZmba6OhhW1lZKatCJVeLKjMzs7q6+pVXXrl165aqt0ul0qFDh8bHxw8ePJiu49BJVC/Q+RfoBZmZpE8fAhCBgEREEEOtUNcSOhWwfv16rgMxBHTn5LfffmuAa9XW1ubk5Ny9e1fNMXTIyMnJSU+JNTXWvaiILFtGgoOJlxd55RUSGkrUj9oePEhatSIAcXKq50gjg2aS0SS/ZjNg7969UJFI2vBcvnyZzvH98ssverqEZrr/9Rfx8CAWFiQ8nKxYQZYuJd26EYC8/76SgysrSUQEEQgIQAYNIg2v5M0ttbW13t7eAPbt28d1LHqH1q8DsJPr31SlpaU+Pj4AFixYoL+raKC7VEp69iR2dqTuGG1tLXnnHQIQucXrt24Rf38CEDMzEhlJjOCe0Qhodt96f1Q1Dz7++GM6YGJpaUlHGENDQyMiIlasWBEdHR0fH3/jxg2db51RJDw8HED37t31uj1Ng5+qZ8+ib1988QX+/e+XXq+sRNu2aN8ev//+/JUTJzB2LMrL4eODXbvQvbvufmIYlIqKirZt2xYWFiYlJQUFBXEdjh6RSCQ9evRITU21sLB49uyZmiNbtWolEolkg4x0bJGWdHV2dta8kK9SDFa3UMUweV0SEgBg4ED5162s0LcvDh5EWRnoIEZgIFq1wtix2LgRTXlYw9raeubMmStWrFizZg3t3TZXPvjgg9TU1A4dOly5ckUoFMoNqsj+pqenFxYWFhYW3rhxQ+l5ZNW9vby85Ap8i0Qi9QMs9+/fp2kSN2zYoO8anRrc3WfNwpYtyM2Fi4t804IFWLsWd+9Ctmm6oAB1Vl81XXJycjw9PWtra+/evUtT5Tc/jh49SncFJCUl1VuXlFb3Vvp9SE9Pr62tVfVGCwsLR0dH2Reg7vfB3d3d2tq6T58+SUlJ48ePj4mJ0fVHlEeDuzstLWRmpqSJTpLVLWTeLFwH4OrqOnHixJ9++mnDhg1r167lOhzdk52d/eabbxJCVq5cqUkNXgcHBwcHB6X1AqqqqmRzrtnZ2XWLG2dmZpaVleXm5ubm5io9ra2tbVlZWbt27bZs2aLtR9IADe7un3yCFStw7Rr8/eWbwsKwcycKC+HoqJ/wuOT69evdunWztbXNyMig2c6aDVKpdPDgwadOnRo6dOjRo0d1P5tTB1l1b8UnQ0ZGRllZ2VdffdW3b99evXrpL4YX1P9r9sABAhClm198fEjHjrr85Wxk0JS/q1at4joQHfPll18CcHJyyuV6mDgvL89gGbKIRgOREgkRiUiHDkRuNGr7dgKQZqdCXQ4fPgxALBYb8n+Jvrl06ZKZmZlAIDhy5AjXsRgazaaZjh4lZmakSxeydy+5fZtcukQ++YSYmZFevYixJgHVCVKp1NfXF0YwC6MrSktLaTK2Dz/8kOtYOEDjRQRnz5LXXns+V0q3ccyfr2bLUrOBln4PCAjgOhDdEBYWRj+O0SYr1isNXBH5+DFycmBpCS8vlUvbmxfPnj3z8PDIz89PSEjo27cv1+FoRXR09PTp021sbK5cudKxY0euw+GABk6GtW6Nrl3h48MT1wFYWFjQUntr1qzhOhatSEtLo1uENm7cyE/XodFAJO959OiRh4eHRCK5efOmvqf99ER1dXXv3r0vXrwYGhravOeJ1cOqZtdPmzZtwsLCCCHffPMN17E0ksWLF1+8eNHLy8swszlGC7u7a8SdO3d8fX0tLS3T09Nbq9q6ZazEx8cPHTrUxMTk7NmzdD8Hb2F3d43o2LHjkCFDKioqaKKfJsSjR4/efPNNqVS6bNkynrsO6HXzXvMiPj4eTS2ZqKxCXVNMVqwP2N1dUwYOHOjv719QULB7926uY9GU9evX//LLLw4ODj/++CPNO8t3uP6+NSW2b98OwM/Pj/PkZ5pw/fp1S0tLNKpCXXOF6d4AqqqqaAaiEydOcB1LPWhZoa65wjozDcDMzGzOnDloClNO8+bNu3XrVufOnVetWsV1LEYEG4hsGEVFRW3bti0rK0tJSaGlqJVy/vx5Ozs7kUjEyajl/v37x48fb2lpefHiRTVB8hCme4OZO3fut99++9Zbb9EKw0pxdXWl+3fMzc1btWpVd++mbAObWCzWx66RrKysbt26PXnyZNOmTXT5A0MG073B0GSiQqHw4cOHLor7dwEAw4YNy8zMzM7OLi4uVnOqli1bisViudSh9K+zs7OZ0g2TapFKpQMGDEhISBg9evSBAwca+vZmD9O9MYwZM+bgwYOffvrpsmXL1B9ZUVFBd23SrZxyGzolEomqNwoEAhcXF/oQoN8HNze30NBQWnNBFZGRkcuWLROLxSkpKa1atWrkx2u+MN0bQ2JiYp8+fRwdHTMyMrRJJlo3gagsdSj9m5GRUVN3zzsAoKCgoE2bNqrOdu7cuX79+hFC4uPj6bZDhhxM90YSFBR08eLFzZs301LUOqempiY/P1+2nz8vLy8nJ+eHH35QtY26uLjY398/PT19yZIly5cv10dIzQEOB0GbNLt27QLg4+NjDMlEyd8V6nr27NmcttXqHKZ7I6mpqfH09ASgv3S1mqPzCnXNFdaZaTxr1qxZuHChm5tbWFiYXFUWWcFuA3Dr1q0ePXpUVFTs2LFjypQpBrtuU4Tp3nhKSkqWL1++du1axZRxspyJin89PDx0uFrr2bNnQUFBycnJM2bM2Lp1q65O21xhumtFVVXVrl275AYZ8/PzFQdVZJibm8uS6CoOuqsfZ1QkIiJiw4YN3t7eV69ebeh7eQjTXS/IJRCtO8iYn58vpWk3lWFpaan0mSASiTw8POTKRckq1J07d65nz576/1hNHqa7oZHlTJRNP9FKjvTJUFFRoea9Tk5OLi4u7u7uIpHI3t5+69atT548Wb169YIFCwwWf5OG6W5c1Fu5ru7BPXr0cHR01EuFumYK073JIJVK8/Pz6z4ZQkJC/Pz8rKysuA6tycB0Z/AItr2DwSOY7gwewXRn8AimO4NHMN0ZPILpzuARTHcGj2C6M3gE053BI5juDB7BdGfwCKY7g0cw3Rk8gunO4BFMdwaPYLozeATTncEjmO4MHsF0Z/AIpjuDRzDdGTyC6c7gEUx3Bo9gujN4BNOdwSOY7gwewXRn8AimO4NHMN0ZPILpzuARTHcGj2C6M3gE053BI5juDB7BdGfwCKY7g0cw3Rk8gunO4BFMdwaPYLozeATTncEjmO4MHsF0Z/AIpjuDRzDdGTzi/wEFJrJW6wvOxAAAAABJRU5ErkJggg==)
Find more compounds similar to 1,3-Isobenzofurandione, 5-chloro-.
Mixtures
- Amylene hydrate + 1,3-Isobenzofurandione, 5-chloro-
- Carbon Tetrachloride + 1,3-Isobenzofurandione, 5-chloro-
- Cyclohexane + 1,3-Isobenzofurandione, 5-chloro-
- Methyl Alcohol + 1,3-Isobenzofurandione, 5-chloro-
- Acetic acid, methyl ester + 1,3-Isobenzofurandione, 5-chloro-
- Acetonitrile + 1,3-Isobenzofurandione, 5-chloro-
- Ethyl Acetate + 1,3-Isobenzofurandione, 5-chloro-
- Acetone + 1,3-Isobenzofurandione, 5-chloro-
- 1,4-Dioxane + 1,3-Isobenzofurandione, 5-chloro-
- Acetone + 1,3-Isobenzofurandione, 5-chloro-
- Ethyl Acetate + 1,3-Isobenzofurandione, 5-chloro-
Sources
- Crippen Method
- Crippen Method
- Measurement and calculation of solid-liquid phase equilibrium for ternary 4-chlorophthalic anhydride + 3-chlorophthalic anhydride + acetone system
- Saturated vapor pressure of 4-fluorophthalic anhydride and 4-chlorophthalic anhydride and isobaric vapor-liquid phase equilibrium of 4-fluorophthalic anhydride + 4-chlorophthalic anhydride: Measurement and modeling
- Solubilities of 3-Chlorophthalic Anhydride and 4-Chlorophthalic Anhydride in Different Pure Solvents
- Solid Liquid Equilibrium and Phase Diagram for the Ternary 4-Chlorophthalic Anhydride + 3-Chlorophthalic Anhydride + Ethyl Acetate System
- Solubility of 3-Chlorophthalic Anhydride and 4-Chlorophthalic Anhydride in Organic Solvents and Solubility of 3-Chlorophthalic Acid and 4-Chlorophthalic Acid in Water from (283.15 to 333.15) K
- Joback Method
- McGowan Method
- NIST Webbook
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