- InChI
- InChI=1S/C3HCl2N3O3/c4-7-1(9)6-2(10)8(5)3(7)11/h(H,6,9,10)
- InChI Key
- CEJLBZWIKQJOAT-UHFFFAOYSA-N
- Formula
- C3HCl2N3O3
- SMILES
- O=c1nc(O)n(Cl)c(=O)n1Cl
- Molecular Weight1
- 197.96
- CAS
- 2782-57-2
- Other Names
-
- dichloro-1,3,5-triazinetrione
- 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 | 0.6823 | Relay (1.0) Calculated Property | |
| ΔfG° | -22.65 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -362.69 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 105.66 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.97 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.23 | Relay (1.0) Calculated Property | |
| logPoct/wat | -0.886 | Crippen Calculated Property | |
| McVol | 101.400 | ml/mol | McGowan Calculated Property |
| Pc | 5682.56 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 544.92 | K | Relay (1.0) Calculated Property |
| Tc | 868.82 | K | Relay (1.0) Calculated Property |
| Tfus | 508.80 | K | Relay (1.0) Calculated Property |
| Vc | 0.394 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Urea,] 1,1'-trimethylenebis[3-(1,2,3,4-tetrahydro-2,4-dioxo-5-pyrimidinyl)-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAX0ElEQVR4nO3de1xUdf7H8c8MMOAlriqiKQpqsmrmestM8YJ5Q3frF5om4mUhJUHX0DHNIN2HYuoK2pp4KSm1xN0tkdSNXLybouIaCl4QAs0rN7kJw8z798cZJzQuw8wZMb+f5x8+cBy+HOA1Z75z5pyvCgDEmBiUDb0BjD05nDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTCOfOBMK5M4Fw7kwgnDsTiBG5z5//6we3btHs2RQRQQsXEmD+l8/NpXv3iIiys80fjLE6GJF7YSGVl1N5ORUU0Nq1NH8+RUSQpycdPmz+l09IoKlTCaCPPzZ/MMbqYF33XSorac0aIqJbtwggNzciojZt6OZNWbagf3/aulWWkRirgxF7d2trWrCAFiwgNzd65RX69lsCKCGBevakgQPpiy9Mm9Xk5Oj36MOGUXIyFRRQbi6dPGnCSIwZDXWKj//1A50O27fjo49w4gRiYkAEIgwZgvT0usd5KC8PajUaNQIR5s7F6dPIyUHLlpg2DQoF/P1x967xgzE5aLXYtQsAbt7EoUPIycGSJViyBDdvNvSWycyI3GsRF4cWLUAEGxuEhqKoqPa7l5Vh5Uo4O4MICgXeegtnzqCkBAAyMrBoEVQqEKFFC8TGQqcza9NYPWg0CA4GgNRUREfD3x9FRcjPR0CALMNPnIizZwHgww9lGQ8AkJ2NvDwAuHdPf4vhg5qZlzuA3FwEBkKpBFHG2LHfffddtffSarWxsds6dSqRng+GDsXp09Xc7eJFDBqkf87w9sbFi5Xmbh4zhkaD3r0RHo7gYKxZg8BA/e3Tpsky/MyZmD4dWq3+MSWDsDBs2IAPPsBXXyEoSH+j4YOamX3c3dmZNm6ko0e1r776f6dOjR49esyYMdmPHlb84YcfevbsGRAwqVWrqC5dKC6Odu2iXbto4sTHB/PyoqQkiosjV1c6doz8/AJmz55dXFxs7kayOvXuTRERFBxMSiWVl+tv1GgoO5tiYkinM23U4mLKySFra5o0iTZtIiIqLTV7U2/fJisreucdWrqU9u+noiJKSqKkJGM2Uqa3mfr1Q1LSlAUL7O3tExISvLy8IiIiKioqTp8+PXTo0GHDhp07d87d3T0wsOOpU/Tzz9ShA61YQTt30uXL1Qzm50dpabRw4fm0tK/Wrl3brVu3hIQEebaTVUuh0B9ws7MjFxd6+21Sq2nePJo+nUJDacYM6t2bTp2q15AaDW3cSJ06UUAAEdGgQZSeTjod+fjQmDF0/bqpm3rkCJWXk62t/q9KJRGRlRVZWRn16TI9u+hdv379zTfflEZ2dXVVKBRE5OLisnr16tLS0tjY2D/9aXnt85mqzpw506dPH2k0X1/frKwsObc1IwP//CeuXUNhITIyAODGDdy+LeeXeAbEx8PdHURQKhEUhMLCOj9Dp8OuXejUST8p7dcPX38NADdvYvVqNG4MIjg64pNPUFmvuWpqKvz8QIQvvsDUqTh0CLGx+Pvf6zWZkTl3yYEDB9zd3du2bWttbR0aGpqfn793794XX3yRiGxtbYcNy9q/39ihKisro6Oj7e3tiahTp05arVaeTfzpJ4SE4KefEByM3buxdi0A/OtfMH7LxFFUhLlzYW0NIrRqdenbb2u579Gj9/r21Yf+wgv4978fv8P163jzTf0devTAjz8asQGZmZg0SXp9CEdHbNqEBw+wbx9OnQKACxf0dzN8UDOL5A4gOjqaiCZPngxg3bp10h7a3d39yy+/NCHZGzdu9O7d29XVddmyZfJs37JluHIFANLS8Ne/4s9/xqpVCAh4xnPPz8fFi9BoUFiI0lIAuHvX2H3s//6HV1550KFDYxubwYMHp6WlPfbvFy9e9PPza9mydePGJc2aISoKpaX4xz/0P+bHfPMN2raVjsJpZ89WFxQUVPs17927dysiAra2IIKtLd57D7m59fmGH2ep3NesWUNEs2fPBpCXl+fp6RkZGVlWVmbygH/729+IaOHChfJsX1QUUlIAIDkZCxdi5Urcv4/t25/l3A8fxpw52L4dkydj61YcPgwAH3xQj/mbTpf4xRfOzs5EZGdnFxER8eDBAwA5OTnTpk2zsrIioueee27t2uPFxYiPR8eOIMK4cdUPVlyMefMwcOBGImrZsuX27dur/mtJSUlkZKSjo+PULl2gVMLPTz/hNI+lcl+xYgURzZ8/X/qryZOQTZs2BQUFHTt27MMPPySijz76SJ7tu30bAQHYvBkBAThyRIjJzF/+Ao0GALZuxcKFWLUK+/ZhwoT6vly5e/fulClTpFdlHTp0mDBhQqNGjYhIpVKFhITcuXPn4MGDQ4fmStOVzp3xzTe1jXbp0qWhQ4dKT/7e3t4XLlyorKzcvHlz69atpRtHjBhx//x507/rR1kq9yVLlhDR4sWLzRxn4sSJRLRt2za1Wk1EkZGRsmweACQnY8MGpKejslL/zP7gAcrLZRv/aSMd+gawbRsWLEBMDH78EdOmmfbq/MiRI127diUiBwcHhULh5+d35coVaT5DRN7eYc2bIypK//iqnU6n++yzz5o1ayY9Zlq1aiWF3qtXrwMHDpiwbbWw1Pnu5eXl0gtTucaRa8BfbdxIM2bQ4cNkZUWNGhER2dqSSiXb+E+bN96gpUvp6FHau5c6dSIvL+rblx62VV+vvvrq2bNnPT09CwsLt2zZEhcXt2rVqm7duu3atcve3n748BaZmTR7NlkbcQqiQqGYOnXq5cuXQ0NDtVqtRqNp3bp1TEzMyZMnhwwZYtrm1cSIzTGJSuXh6TmmadPWZo5jwdylN1Oe4b4fM2oU2djQlSsUFUU6HdnZERFNn05OTqaNZ2NjIx0xe+mll6S/KpXK6dOnL1myxNXVtb6jOTk5RUdHJyQkXLt2LTU1tUuXLqZtVe0slfu9e9MyMqYpFOaOU1FRQRbNXcYBn36LFlFyMp08SQ/fzaB27cwZr+ovJTw8fM6cOZ6eniaMM3r06CZNmuzcuVOr1RJR06ZNzdmqWlgqd7laemzvrpJxZyxg7nJ/y1Vzb9asmTT/rq/Kysq9e/daW1srFAr5d2qPstTcvaKCyAK5897dLJbJ3cx9UNXfrPw7tUdZ7qUq0VOeu1yPyN8Rub9lWX4pv83dcnv3381kxjCJN3fEhwaUl6c6OOy1te0n14hPP0tOZswYBF5ePR0dXYjI1fX5Bw9KLbd3/93kLvvjvry8vKCw0FqovbvcucuyDyovd0lLO92uHel0lJl5SakkGxuZtu83LDKZycqi99+nxERycTF3KMNkzhK5yzvg02+6u7u/l1epfPtOKXez5+5ERCrVk3gxZZG9+86dlJZGW7fSrFn08su/3l5Wpn8/x3g7duwoLy9v0aKFRXPX6XRK5bO/wtSXP/2k0Wi2yPQz1Gg0Op1OOtxuzjiGFxRPIHdL/Y67daP4+EduSU6mNm0oOrp+V8YMGDDAx8fH1ta2rKyMLJb7ypUrx4wZk5mZKdfgTyEAGo1GoVDYyDRXkO+Nc6Lfe+7jx9Pu3VRWRhkZdOYMEdGXX1JuLs2ZQ97elJpaj6Hy8vIWLFiQlZXl7Ow8Z86cnJwc8zdPo9EUFRUREYDy8vJ169YlJCR07dp1+fLl0hP0s0R678YwLVSY/+YfEcmXe8eOlJhIK1Y8kSPD8p6CI4mMRE4O0tLQuTNGjoRSCX9/5OZixw64uYEIHh5X5s2bX1xcXPs4JSUly5Ytc3BwICKlUinNER0cHNatW1dZvythHhEfH9+xY0elUvncc895eHjs3bv35s2bb7/9tvQDeeONLUlJ9R4zJSVl2bJl69atS6/PGiSWlpqa6ufnp1arARQWFhKRvb29XIPfuHGDiFq1aiXXgJcvgwgdOsg1XjUskvvNm/ozCy9fRlgYbGxABDc37NiBggLMmoXevUcSUdu2bb+p4fRQrVYbFxfn7u4uJejj45OSknL9+nV/f3/plpdeeunEiRP13bCDBw/27dtXGsHDw8Pwjve4ceNu3Lhx4MCBXr2GtGypJYKfH27dMmrM7OzsoKAg6WxvpVJpY2MTGhpaVNcaJLUrLi6OjIwcNWrUkCFDYmJidPVfhCQzM3PSpEnSrNrNza2srOz27dtE5OLiYs6GVXXt2jUiat++vfTXnTt3+vr6ZmdnmzzguXPYvx/x8Ra8gtJSJwBXdf48+vfXX6/l44MrV8pPnz7dq1cvKTXpiqeqEhMTpSv9qLqzQHfv3i09DBwdnebMKcrPN2obUlMrfH3HSGO6ublt2LBBo9FUVFSsXLlSOkPD3t4+KiqqpKRy6VL9kk9OTr+uKFWt3NxctVptZ2dHRCqVasqUKYGBgVL3Hh4eNa1BUruKior169c/doqVdCK4kSPcu4e5czF48LtEZGtrO3fu3Nzc3MTExO7duzs4OKhUKn9//zt37piwbY/5z3/+I+3dKyoqtFptp06dpB9jdHS0ac+9HTvixAmkpyMqyvytq96TyB2ATofYWDRvjqZN77dt216tVpeUlMTGxrq4uGzevNlwt5MnT3p7e0u/Y3d395iYmGqvCykuLlar1YMHf0qEli2xbVttXzonB0FBsLJC376RTZs2VavV9+/fr3qHGzduSE8aXl6TevTQHT+OjAyMGgWVqsarH0tKsGrVfekUEaVSOXnyZMNl46dPn+7du7f0LdT3cnJpliV9bp8+fQ4ePBgfH//8888TkTFPGqWlWL4cjo4ggqvrralTp2dlZaWkpLz22mvSmC4uLtKEsFmzZp999pkJTxqSu3fvqtVqW1tbwzXEiYmJhh8jEXXv3v348eP1HTY4GFOnIjX195+75N49LFr0teFCmP3799+5c0f6oaenp/v5+RlWLoiMjJQuDKvFpUvw8dE/aQwcWE2a+fmYP1+/q1apsGhRQS17tT179gwZki9dcf/OO8jLQ2pqNXfTahEXh3btpC86w8fH56y0QFYVGo0mKipKSqFx48bh4eHldV01cvz48QEDBkitvPDCC3FxcYYW8/PzZ86cKU1LevUaW8sTzuTJ+p/G8OE4dw5ZWXcM8xlHR8fIyMjS0tIrV64MHz5c+kL9+/c/X88LhYqKiiIiIqTnQysrq9GjR3t4eNDDc9bv3r27Z8+e9u3bS7f4+/vfNWIBRJ0OO3YgJQUhIThxAu+++6zkLklOTjbMZHx9fc+ePRsaGmptbS3FoVbXeKHub+l0+PxzNG+uD3rFCv2V7cnJiI5+ZHU+Yy50LC1FeLj+OmBnZ8TEPL5w3+7d+MMf9En16oX//reiltF++eUXw97uxRdfPHbsWLV3M1wBJO10o6KiNNVdAnT27Nk+ffr065dDBF9fZGZWM9T58+jTBz/8gNxcqNVwcSlq0aKlSqUKCgq6/eh0eMeOHW5ubkTUt2/4vHmo65ABAFRUYOvWVMMsa+zYsdL8qqKiIjIyUprROTk5RUVFFRcXh4eHS0dsnJ2da3/tkZiInj31i8aFhADAjBnPVu4ANBqNYdIs/WltbT1jxoybJq3BmZ+P0FBYWyMqCj16ID8fixdjwQIQoX9/1JBZjaou3BcSgs8/B4AtW35dLsLTE199ZewSlgcOHOjcubNhb1f16eX69euG17hNmjRRq9WFta7iotFURkfD3h5EaNIEK1ag4jcPt5ISLFsGBwf9wjDz5yfWNJsqKCgIDf1ru3YVRGjbto4rSqXrrK2tNR4eXtIs67E7XL16deTIkdIjoWfPnsnJyRcuXDDMSwcNGpT/m9dYKSl47TX9j/T557FlC37+GQDu3/+dv1StSXZ2dufOne3t7f/4xz+af/wuMxPff4/16xEWhsWLkZ1t1mXWcXHo1g2ff46hQ5GVhZAQrF8PFxdERqKuSdbjysrKwsPDq+7/CgsLw8PDpSuabWxsgoKCjH+c//IL3npLX0nXrkhMhBRSZiY2b0br1vp/GjEC587VPVpKCl5+Wf8pvr64du3xOxw6hKrrxuzZ80sto8XHx7dp00baeYWGhhYWFsbFxbm6ug4YMKDqDj4zMzMsLN2wbExkpP5S4SegIXMHMGvWLCJaKy0EYLbvv8fu3Vi9GqNHG7McbB10OsTFYc8eBAUhJAQPHhizhFaNql5y37hxY2l/P378+KtXr5owWlISvLxga4uwMP0yvcHB+sNfvXqhXhc0a7X45BP9C9zGjfHJJ5CWkPnuO4wZow/dzQ0bNhh1nbV0FEGamrq5ucXGxubl5RmeYQzHslxdezg46IKCnvSqbQ2ce2BgIBHFxMTIMpqUe0UFunSRIXcAcXE4dAjbt8PLq54rvNUgPj7ew8Nj3Lhxr7zyytGjR80ZqqwMSUn4+GOsWIE9exAcjJMn8fXXJi4UfusW/P3RsSPmz4e/v3613tdfR5MmUKvr/Tg/d+5cv376E6uHDBmSnp5eWlq6fPlyR0dH6ViWv7//zz+btUCSaRo494CAACLaunWrLKOlpuLyZQBIStKv/W2mQ4dw/jx0OgQGQq7l+jQaTZ0HnYz38cfIzsa0afKsTV1YiIULER+PDRsQHIzsbJh8gF6r1X766adOTk5EZGdn5/Lw5NgRI0acM2aaZRkNfBqgvOc5XrpE164REZ04QYWFMgw4cCB160YKBW3cSHKdMWltbS37WcdhYXTsmAzj2NsTEQ0aRBcvUn4+tWlDzZubOJRSqZwxY8bVq1eDgoJUKpW9vb30juG+ffu6d+8uw7aaxFKXdxhJ9tN6t22jEyfo6FGaMEGuIZ9qkyeTkxO1aUN798ozoJ0dKRT0/vv6harNJB2IXLJkibR6jFxnp5msgXNf1KpVoLd3xyZN5Bpw0iQaPpyWL5drvKed4WwDDw95BnR3p0aNqGlTGj9engGJyIRlZyykgSczPdPTRx461MHItejr0qSJ/vIRR0ej1q9iv5WcTFotET2b/wtiQ0ch61JeD98dp5kzZRlPUEuXkpUVZWQ09HZYwNORu0gXjD79Fi8mlYreeaeht8MCGvoCTc79KdOhg/4Y1MNTM58pCpj0f17LxsuL0tMpLY06d27IzWBiaOi9u5MTOTnpV6NlzMIaNPeCAnr9dQoLIzs7+vZb/Y2GDxiTW4PmPm8eTZ5M775LYWG0b5/+RsMHjMmtQY/M6HT6t0kcHKisjCIiiIge/R+3GZNRg+ZeWan/oKSEbG31uT+TB8DY06FBcw8IoPfeIxsbGjuWkpP1Nzo7N+QmsWdaQx+IZOwJaugDkYw9QZw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7EwjnzgTCuTOBcO5MIJw7E8j/A2TU83Jwy6ZFAAAAAElFTkSuQmCC)
Find more compounds similar to Dichlorocyanuric acid.
Sources
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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