- InChI
- InChI=1S/C3H10N2/c1-5-3-2-4/h5H,2-4H2,1H3
- InChI Key
- KFIGICHILYTCJF-UHFFFAOYSA-N
- Formula
- C3H10N2
- SMILES
- CNCCN
- Molecular Weight1
- 74.12
- CAS
- 109-81-9
- Other Names
-
- 2-(Methylamino)ethylamine
- 2-Aminoethylmethylamine
- Ethylenediamine, N-methyl-
- N-Methyldiaminoethane
- N-Methylethanediamine
- N-Methylethylenediamine
- 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).
- Pvap : Vapor 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 |
|---|---|---|---|
| ΔfG° | 130.22 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -17.99 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 13.82 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 39.35 | kJ/mol | Joback Calculated Property |
| log10WS | 0.30 | Crippen Calculated Property | |
| logPoct/wat | -0.835 | Crippen Calculated Property | |
| McVol | 73.090 | ml/mol | McGowan Calculated Property |
| Pc | 4849.43 | kPa | Joback Calculated Property |
| Tboil | 388.20 | K | NIST |
| Tc | 579.02 | K | Joback Calculated Property |
| Tfus | 259.49 | K | Joback Calculated Property |
| Vc | 0.268 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [139.67; 183.99] | J/mol×K | [390.74; 579.02] | 
|
| Cp,gas | 139.67 | J/mol×K | 390.74 | Joback Calculated Property |
| Cp,gas | 147.88 | J/mol×K | 422.12 | Joback Calculated Property |
| Cp,gas | 155.75 | J/mol×K | 453.50 | Joback Calculated Property |
| Cp,gas | 163.29 | J/mol×K | 484.88 | Joback Calculated Property |
| Cp,gas | 170.50 | J/mol×K | 516.26 | Joback Calculated Property |
| Cp,gas | 177.40 | J/mol×K | 547.64 | Joback Calculated Property |
| Cp,gas | 183.99 | J/mol×K | 579.02 | Joback Calculated Property |
| Pvap | [0.27; 2.28] | kPa | [272.20; 302.20] |
|
| Pvap | 0.27 | kPa | 272.20 | Thermod... |
| Pvap | 0.32 | kPa | 274.30 | Thermod... |
| Pvap | 0.34 | kPa | 275.40 | Thermod... |
| Pvap | 0.41 | kPa | 278.00 | Thermod... |
| Pvap | 0.45 | kPa | 278.60 | Thermod... |
| Pvap | 0.47 | kPa | 279.40 | Thermod... |
| Pvap | 0.49 | kPa | 280.20 | Thermod... |
| Pvap | 0.54 | kPa | 281.30 | Thermod... |
| Pvap | 0.59 | kPa | 282.30 | Thermod... |
| Pvap | 0.61 | kPa | 283.10 | Thermod... |
| Pvap | 0.66 | kPa | 284.10 | Thermod... |
| Pvap | 0.70 | kPa | 284.90 | Thermod... |
| Pvap | 0.77 | kPa | 286.30 | Thermod... |
| Pvap | 0.86 | kPa | 287.80 | Thermod... |
| Pvap | 0.94 | kPa | 289.30 | Thermod... |
| Pvap | 1.03 | kPa | 290.60 | Thermod... |
| Pvap | 1.18 | kPa | 292.20 | Thermod... |
| Pvap | 1.39 | kPa | 294.60 | Thermod... |
| Pvap | 1.54 | kPa | 296.20 | Thermod... |
| Pvap | 1.76 | kPa | 298.10 | Thermod... |
| Pvap | 2.02 | kPa | 300.20 | Thermod... |
| Pvap | 2.28 | kPa | 302.20 | Thermod... |
Similar Compounds
![N-[2-(1-piperazinyl)ethyl]ethylenediamine.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAROUlEQVR4nO3df3RMd/7H8fckEREhQZAtDW0aEQ0OUWlVd9cKyoYqm9LFOU7prG4lZ7c9XM7ZbfRY3HC6q6ie8as/TldVTumPUITVov4gdMkSkQSDREo0kjSSyGTe3z/umEkiJpPJzcx8+349Tv+YiZnP/aSebmbmfu6NgZkJQAY/b08AwHOQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgd2pfFYtm1a5fZbL5+/bq354Lcod0UFxenp6dHRUVNnz59ypQpw4YNy8rK8u6UkDvorL6+PjMzMykpKTIycsmSJVevXh04cCARlZaWTpw4cfXq1czstckxgE5u3Lihqmr//v21tDp27JicnJyVlWW1Wq1Wq6qqfn5+RDR58uSysjKvzBC5Q1vV19dnZWUlJyd36NBBCz06OlpV1Zs3bzZ5ZGZmZrdu3bQH5OTkeH6qyB3cV1JSoqrq448/rlUeGBho350/7Cn5+flDhgwhopCQkB07dnhytozcwT3Z2dlGozEoKEgLvU+fPoqiXLt2zZXnVldXv/LKK9oTjUbjvXv32nu2dsgdWqGsrMxkMsXFxWmx+vn5JSYm7ty502KxtHao9evXBwYGEtFzzz1348aP7THbByF3cIm2Ow8ODtZCf+SRRxRFMZvNbRnz5MmT/fr169dvbFRU/aFDes3UGeQOzpSXl5tMJu3VdsPdeV1dnS7jl5SUzJhRRsQdOvC77+oypDPIHZqn7c47d+6shR4REaEoyqVLl3TfkMXCisIGAxPxzJn888+6b8EBuUMz3nzzTfvufPz48Z9//rleu/OH+fJLDg1lIh44kM+da6+tIHdoatOmTdHR0cHBwampqQUFBR7bbl4ex8UxEXfpwhkZ7bIJ5A5NpaSkEFF6errnN11ZyS+9xERsMHBqKuv+EwVrZqCpgoICIoqJifH8pkNC6LPPyGSigABat44SE+nHH/Ucv+Xci4vp9m3H3YoKMpsbPaCuji5dotpa211munSJrFYdJwkepeX+xBNPeGsCRiMdOEC9e9N339GHH1JUFC1Y4PjT3/yGDh+myZPpiy8cX1y3jhYubHnklnNXFNq0yXF3716aNavRAwoLKSqK/v53293qaoqKoqqqlrcNPqi+vt5sNhsMBvvSAK/47W/p1ClatIgWLaI7dygjg44csf1RRQXV1VFZGdXUOB5fVUXl5S0Pq8+LmbAw+ve/6exZXQYDb7py5cq9e/f69u3bqVMn786kTx9avZr8/IiIli6l116je/faOmZA26dFREFB9NZbtGABHTumy3jgNV5/JdOsadNo3z565x1autTxxX37HK/sjx+nsLCWx3Ep908+oRMnbLeLiigwsJnHzJ9PmzbR5s00Z44rQ4KP8s3ciWjDBnr6aXr5ZcdX7t6ligrbbftbR+dcyn30aMfr9f/8hw4ebOYx/v60cSP9/vc0aZJLGwbfVFhYSERRUVHenkhTAwfSn/9Mixc7vjJtGs2cabu9ahWdP9/yIC7l3r8//frXttvFxc3nTkQJCTR9OqWluTIk+Cif3bsT0d/+Rk8+2ehzwtZy/61qURHt3k1XrjT64sqVtHev7faWLVRc7P7MwCt8OffgYPrXv6iy0v0R3Mz9zh1KSSGDgebOpZs3HV/v0YNWrCAi+uYbMhopPp6OHnV/cuBhViuXlZWTj72Y2bWLfvUr2+2pU+nbbyk+ntaupTFjHI95+WVassSFsVo87mqxcH29467Vyg2X8i9ezEeONPOsW7d43Dgm4oAAVlV++Mlc4EPMZibiAQN+8vZEmlq6lEeN4n372jpOy3t3f3/bZ58ag4H8/W23y8ooO5tGjGjmWeHh9M03lJZGVistWUIvvujSUQDwrvx8IqLevbt5eyJNZWfT8eNUV9fWcdx/7V5SQvPm0bp19LDDEf7+tGwZffEFhYXRl19SQgKdO+f21lqttrY2IyNj3LhxK1euXLhwYa2Ln1TJVlBAROSDr9t1m5h7PxQuX+a+fTklhVWVz5xp4cEXL7b7ws6Gzp07l5qaGnb/qIN2gkJCQsLVq1fbfdv/zy1axET8j394ex6N1dayvz/7+XFNTVuHcjP3u3e5sND2X0VFy4+vrOQZMxwLO9vj3POampqdO3cmJiYaDAYt9Pj4eJPJ9P333z/22GNEFB4evn//fv03/Avy4otMxB6/HEYL8vKYiPv312Eoj653f+cdDghgIp4y5acHr7njtosXLyqK0rNnT63yLl26GI3GH374wf6A0tLS559/noj8/f3T0tLqG771hgYGD2Yizs729jwa27OHiTgxUYehPH16x5Ej3KdP/VNPTerTp8/x48fbMlRtbW2zu/PKysoHH+wjF23zZVYrd+7MROxr/2/efZeJeMECHYbywtlMxcVlzz77LBF17Njx/fffd2OEa9euqarat29frfKgoKDk5ORjx461+MQ9e/bYL9p29uxZNzb9C3b9OhNxeLi35/GA1FQm4jVrdBjKOyfv1dXVKYqixTpr1qyqqipXnmW/FqH//Y9CY2NjVVW9ffu265s2m80jRowgok6dOn3wwQdufgNt45uvpr79lon46ae9PY8HTJrERLx7tw5DefNc1e3bt2sfmwwdOtT5KcBFRUWqqkZGRmqV2y8t6952q6qq5txft7l8eZ4Hr9nG58+fVxRl8ODB8+fP37t3r+c27IItW5iIZ8/29jweMGAAE7EuV1D18qnZubm5sbGxRNS1a9ddu3Y1+VP77jwgwLaUbcCAAaqqlpaWtn3TGzZsGDNmGxGPHs1FRW0fz5mqqqpt27YlJCQ0/AjYz89v2bJlvrOnX7qUiTgtzdvzaMxi4cBANhj47l0dRvP+lQgqKiqmT59ORAaDQVEU7a+/yZXCXbm0rBuys7lfPybinj25nS7aduHCBUVRevTooX0joaGhRqPxzJkzqqpqL8kmTpzYqhdj7eef/+Thwz1xYKRVLl2q6dz557599RnN+7kzs9VqXbFihfbX/8wzzyQlJdl359HR0WvWrLl161Y7bfrWLU5MdKzt0cvDDgL83OAaWYcPH+7duzcRRUZGnjhxQrdtt1JhIR896rhbVMQNPsL1vv379xPR5MnTdRnNJ3LXaH/9ERER2gfkSUlJuu/Om2WxcFqa46JtzX2M2QoXLvDy5dsa7s5ff/31h30KdO3aNe0VTlBQ0ObNm9u0YXelpTER299HbN3KSUlemUjz3nvvPSKaP3++LqP5UO7MbDabc3Jy0tPTS0pKPLxp+0XbYmLcuWhbbS3v3MmJiWww8FNPfe38IEBDNTU1qamp2r+NOXPm3NXlJWprpKXxsGEcHc3V1cy+l/sbb7xBRKtWrdJlNN/K3bvcu2hbQQErCvfqxURMxCEhvGCB5dSp063a9Mcff6xdS3r48OGXL19u7czbIi2N//IXfuEF25tUX8t9ypQpRJSh01sK5N5IZSUnJ9vW9qSn82efNXpdu2cPX7xou22xcFYWJyezv78t9NhYVlX+yd214qdPn7av7Tlw4EBbvxOXabkXFnJYGOfl+VzugwYNIqIfdHo/gdybYTJxcDAfOcKxsdytG/94/1dLTJjAH33ERUWsqhwZaas8KIiTk9ndYwCNeHhtz6lTbDbbcmfmt9/m8eN9K/f6+nrtcjcVrqxDdAFyb96NG8zMsbGcmMhz5ti+OGECf/gh9+9vC/3JJ3ndOp1XmHhgbU91te1tBhH/9a+O3GtqODqap03zodzNZjMRRURE6DUgLonavIgI240lS+i77+jQIdtdg4Fee41mz6ajR+l//6OUFJeu5uM67eDDV1991a1bt6+//nrkyJE5OTl6DZ6TQwsXUkQEvfQSHTxI3bs3mnzHjrR+Pe3eTURUWkqLFjW6Kp1X6H+euF7/bn6RYmP5+HHevp1jYrimxvZixjPsa3tCQkI+/fTTtgxVU+P41Ej7uRQfzyYTayuVVq3ipUsdD541i2fO5BdeYCIePpzb4bd1tILJZCKiuXPn6jUgcndGy52Zx47lVas8mjvr8QsZ8/JYUTg83FZ5165sNPJ//9vyE3NzOTbW9hRd1ma5Z/HixUS0fPlyvQZE7s7Yc8/N5fBwHjbMo7lrTCaT9gsZR48eXVxc7MpTampqtm/fPnHijKAgW+gjR/LWrezawlOb8nKeNs32IZWisFeW9kydOpWI2vjDrSHk7ow9d76/gsrzufP9X8hIRD179jzkdHFPfn6+oii9evXSfiaMHZv3pz/x6dYdA3CwWllVbZ+0TprEnlzaY/81xTExMadOndJrWOTuzB/+wPbD/1VV/LvfcWamd2Zy69atxMREIgoICFAfWNxjsVianAkwaNAgVVV/cvsoQAOHD9sOokVGcnsv7SkvL9+4cePQoUO178LPz0+vA0wa5O7M1q2NdmkHD3pz+ZTFYlEURVtzNnPmTG212fXr11VVffTRR7U+tBO73D4T4GGuXuWEBNtBhi1b9B3bRtudh4SEaN9I7969FUUpLCzUdyvI3ZnQ0EZnFfzxj3qumnRPRkZGly5diCgqKmrMmDF+9y95FRcXt379+jt37rTTdqured482zuBt94qqK2t1WnYam3pqP2jQm2tUTutHULuzvhg7sycl5cXFxenLR21n9jlgaWjzPzRRzx4cFVwcHh8fHwb1/bk5uYqitK9e3et8rCwMKPRmKPLOUsPh9yd8c3cmbmiouLixYubN2/2/KkhJ0+e0t439+rVy/n75mbZzwRosjt38XzlNkLuzoSGcmgod+9u+y8w0Fdy967S0tIJEyZQK9f25OXlKYoSHh6uVd61a1ftxK72nm1DyN0Zn927e53ra3sedjmghid2eQxydwa5O5eZmWm/bs+DL7ubHATQru522u2jAHpA7s4g9xbl5+cPGTJEW9uzY8cOvn8QICkpyb47HzRo0Nq1a1s8scsDkLszEyY0WiP19tv8ySfem42vqqqqmj17tlb2qFGjIu6vJu3cufO8efO8eNb5gwzM3JoFlADN27RpU0pKSkxMTE5OzsCBA+fOnfvqq6/aP2f0EcgddJObm1tbW3v37t1Ro0Z5ey7NQ+4gCM5mAkGQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIMgdBEHuIAhyB0GQOwiC3EEQ5A6CIHcQBLmDIP8HpkDUVJot5g4AAAAASUVORK5CYII=)
![Ethanol, 2-[(2-aminoethyl)amino]-.](data:image/png;base64,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)
Find more compounds similar to 1,2-Ethanediamine, N-methyl-.
Sources
- Crippen Method
- Crippen Method
- Thermodynamic Properties of N-Methyl-Substituted Ethane-1,2-diamines: Experimental and Computational Study
- Joback Method
- McGowan Method
- NIST Webbook
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