Traffic Log Chart

POST /vm/:vmid/traffic/chart

Ermöglicht die einfache Darstellung des Traffic-Verbrauchs in einem Diagramm. Es kann die Config für ChartJS und ApexCharts generiert werden, oder ein gerendertes Bild im Base64 Format ausgegeben werden

URL Variablen

Name Beschreibung
vmid Identifier der VM (fünfstellige Zahl)

Body Parameter (application/x-www-form-urlencoded)

Name Format Beschreibung Optional
type Traffic Typ welcher ausgegeben werden soll (Eingehend, Ausgehend, Ein- und Ausgehend)
summary Summierung der Daten im Diagramm
output Art der Ausgabe (Config für ChartJS; ApexCharts; oder als Base64 Image)
dataset_in_label String Datensatz Bezeichnung für eingehenden Traffic (Standard: Eingehender Traffic)
dataset_out_label String Datensatz Bezeichnung für ausgehenden Traffic (Standard: Ausgehender Traffic)
dataset_in_color String Farbe des eingehenden Traffics, 6-stelliger Hexcode mit # startend. (Standard: #0077FF)
dataset_out_color String Farbe des ausgehenden Traffics, 6-stelliger Hexcode mit # startend. (Standard: #FF6347)
axes_y_label String Bezeichnung der Y-Achse, verwende {unit} als Platzhalter für die Einheit (Standard: Traffic in {unit})
datapoints Integer (2 - n) Anzahl der Datenpunkte im Diagramm<br>Wenn summary = DAILY: max. 90<br>Wenn summary = HOURLY: max. 48<br>Wenn summary = NONE: max. 72
size String Größe des Diagrams, {breite}x{höhe} (Standard: 900x300)<br>Breite: min. 200, max. 3000<br>Höhe: min. 200, max. 3000

Response (application/json)

{4 Eigenschaften
  "status": "success",
  "requestID": "0cf16b76-c2f4-4b3a-af6b-8a1881b3557b",
  "message": "traffic data are listed below",
  "data": {1 Eigenschaft
    "config": {3 Eigenschaften
      "type": "line",
      "data": {2 Eigenschaften
        "labels": [30 Elemente
          "25.05.",
          "26.05.",
          "27.05.",
          "28.05.",
          "29.05.",
          "30.05.",
          "31.05.",
          "1.06.",
          "2.06.",
          "3.06.",
          "4.06.",
          "5.06.",
          "6.06.",
          "7.06.",
          "8.06.",
          "9.06.",
          "10.06.",
          "11.06.",
          "12.06.",
          "13.06.",
          "14.06.",
          "15.06.",
          "16.06.",
          "17.06.",
          "18.06.",
          "19.06.",
          "20.06.",
          "21.06.",
          "22.06.",
          "23.06."
        ],
        "datasets": [2 Elemente
          {4 Eigenschaften
            "label": "Eingehender Traffic",
            "data": [30 Elemente
              0.26,
              0.26,
              0.24,
              0.25,
              0.25,
              0.28,
              0.28,
              0.25,
              0.25,
              0.31,
              0.25,
              0.26,
              0.25,
              0.34,
              0.26,
              0.26,
              0.26,
              0.26,
              0.33,
              0.51,
              0.28,
              0.28,
              0.25,
              0.5,
              0.26,
              0.24,
              0.25,
              0.24,
              0.25,
              0.2
            ],
            "borderColor": "rgba(0,119,255, 1)",
            "backgroundColor": "rgba(0,119,255, 0.25)"
          },
          {4 Eigenschaften
            "label": "Ausgehender Traffic",
            "data": [30 Elemente
              0.02,
              0.01,
              0.01,
              0.01,
              0.02,
              0.05,
              0.03,
              0.01,
              0.01,
              0.01,
              0.02,
              0.02,
              0.03,
              0.02,
              0.03,
              0.04,
              0.03,
              0.02,
              0.02,
              0.03,
              0.05,
              0.05,
              0.02,
              0.03,
              0.03,
              0.02,
              0.02,
              0.02,
              0.05,
              0.02
            ],
            "borderColor": "rgba(255,99,71, 1)",
            "backgroundColor": "rgba(255,99,71, 0.25)"
          }
        ]
      },
      "options": {2 Eigenschaften
        "title": {1 Eigenschaft
          "text": "Liniendiagramm mit 2 Datasets"
        },
        "scales": {1 Eigenschaft
          "yAxes": [1 Element
            {2 Eigenschaften
              "ticks": {2 Eigenschaften
                "beginAtZero": true,
                "unit": "MB"
              },
              "scaleLabel": {3 Eigenschaften
                "display": true,
                "labelString": "Traffic in GB",
                "padding": {2 Eigenschaften
                  "top": 10,
                  "bottom": 10
                }
              }
            }
          ]
        }
      }
    }
  }
}
{4 Eigenschaften
  "status": "success",
  "requestID": "23399331-ecee-44d2-bfe6-84a65e086486",
  "message": "traffic data are listed below",
  "data": {1 Eigenschaft
    "config": {6 Eigenschaften
      "chart": {4 Eigenschaften
        "type": "area",
        "height": 300,
        "toolbar": {1 Eigenschaft
          "show": false
        },
        "zoom": {1 Eigenschaft
          "enabled": false
        }
      },
      "dataLabels": {1 Eigenschaft
        "enabled": false
      },
      "series": [2 Elemente
        {2 Eigenschaften
          "name": "Eingehender Traffic",
          "data": [30 Elemente
            0.26,
            0.26,
            0.24,
            0.25,
            0.25,
            0.28,
            0.28,
            0.25,
            0.25,
            0.31,
            0.25,
            0.26,
            0.25,
            0.34,
            0.26,
            0.26,
            0.26,
            0.26,
            0.33,
            0.51,
            0.28,
            0.28,
            0.25,
            0.5,
            0.26,
            0.24,
            0.25,
            0.24,
            0.25,
            0.2
          ]
        },
        {2 Eigenschaften
          "name": "Ausgehender Traffic",
          "data": [30 Elemente
            0.02,
            0.01,
            0.01,
            0.01,
            0.02,
            0.05,
            0.03,
            0.01,
            0.01,
            0.01,
            0.02,
            0.02,
            0.03,
            0.02,
            0.03,
            0.04,
            0.03,
            0.02,
            0.02,
            0.03,
            0.05,
            0.05,
            0.02,
            0.03,
            0.03,
            0.02,
            0.02,
            0.02,
            0.05,
            0.02
          ]
        }
      ],
      "colors": [2 Elemente
        "rgba(0,119,255, 1)",
        "rgba(255,99,71, 1)"
      ],
      "xaxis": {1 Eigenschaft
        "categories": [30 Elemente
          "25.05.",
          "26.05.",
          "27.05.",
          "28.05.",
          "29.05.",
          "30.05.",
          "31.05.",
          "1.06.",
          "2.06.",
          "3.06.",
          "4.06.",
          "5.06.",
          "6.06.",
          "7.06.",
          "8.06.",
          "9.06.",
          "10.06.",
          "11.06.",
          "12.06.",
          "13.06.",
          "14.06.",
          "15.06.",
          "16.06.",
          "17.06.",
          "18.06.",
          "19.06.",
          "20.06.",
          "21.06.",
          "22.06.",
          "23.06."
        ]
      },
      "yaxis": {1 Eigenschaft
        "title": {3 Eigenschaften
          "text": "Traffic in GB",
          "align": "left",
          "margin": 10
        }
      }
    }
  }
}
{4 Eigenschaften
  "status": "success",
  "requestID": "ea7204e4-c25f-405f-8c30-0bb66c44f435",
  "message": "traffic data are listed below",
  "data": {1 Eigenschaft
    "chart": 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"
  }
}

cURL

curl -X POST 'https://live.fireapi.de/vm/:vmid/traffic/chart' \
  -H 'X-FIRE-APIKEY: YOUR-API-KEY' \
  -H 'Content-Type: application/x-www-form-urlencoded' \
  -d 'type=VALUE&summary=VALUE&output=VALUE&dataset_in_label=VALUE&dataset_out_label=VALUE&dataset_in_color=VALUE&dataset_out_color=VALUE&axes_y_label=VALUE&datapoints=VALUE&size=VALUE'