Pizzeria observability on Grafana Canvas panel
Can you smell it? The aroma of the baked pizza? Do you feel it? The increasing heartbeat rate when you look at the countdown timer where only 30 seconds left? How about joy mixed with pride when watching the number of completed orders increase and your revenue of the day bloom?
All that is possible now with Grafana 10 and the canvas panel, which becomes generally available in the latest Grafana 10 release. It saw the light of dawn in June 2023, and no doubt it could be called the best Grafana release yet.
The canvas panel is far from being complete but mature enough for a production environment. The breathtaking presentation featuring the house's energy with metrics and animated wind turbines gave many of us the itch to drop everything and try to build something with it.
As proved many times, Grafana is a champion in the observability of K8s clusters, monitoring logs, and traces.
However, we at Volkov Labs find it delightful to explore other Grafana possibilities. Time after time, we uncovered it being effective in areas yet to be considered. This time our love for pizza and the news about the Canvas panel being released as part of the core begged us to challenge ourselves with the pizzeria observability dashboard.
The results are in and look pleasing. Keep reading to learn what we were able to come up with.
Mockup​
We started by designing the layout of the panel in Figma. The canvas panel requires the background to be a raster image, and custom elements are based on vector SVG graphics. Figma can do both at the same time!
We selected the most important metrics to track in the pizzeria observability journey:
- Number of online and walk-in orders.
- How many orders were completed today.
- Revenue based on the completed orders.
- Waiting time for walk-in customers.
- Status of the ovens and progress of pizza baking.
The pizza oven includes:
- Timer to display time left.
- Smoke, lights, fire and knob lights to indicate that the oven is working.
- Pizza opacity to imitate the baking process. The fully cooked pizza has 100%.
Background​
The data metrics were removed from the Mockup and will be replaced with data elements on the canvas panel. Pizza ovens will be replaced with advanced custom elements.
The exported background file can be placed in the public/img/bg/ folder mapped in the Docker container or referenced from the URL in the panel's options:
Pizza oven​
As we mentioned the wind turbine, drone and server elements in the canvas panel look interesting, but these kinds of elements can't be easily incorporated in the working version of Grafana. New advanced elements should be scripted in the Grafana source code, compiled and built into the new Docker container to take advantage of.
Creating new advanced elements starts with a transparent SVG file. This file will be used in the React display component. We recommend including id attributes to identify and animate layers.
Created oven's layers consist of text, vector, and ellipse elements with added filters and effects for a natural look and feel.
Advanced canvas element​
The advanced canvas element consists of:
- Definition with id, name, and description.
- Options with default parameters for background, and placement.
- UI options for element configuration.
- Function to return data from data sources.
- React component to display the element.
Element definitions​
All custom elements should be identified with id, name and description. Name and description will be displayed for user selection in the panel options. The default size should be set based on the exported SVG width and height.
export const pizzaOvenItem: CanvasElementItem = {
id: "pizzaOven",
name: "Pizza Oven",
description: "Animated pizza oven",
display: PizzaOvenDisplay,
defaultSize: {
width: 200,
height: 300,
},
};
UI configuration options​
We selected state and time options as input dimensions which can be set as fixed or data source field values:
statecontrols lights, fire and knob lights to indicate that the oven is working.timedisplays how much time is left and controls the opacity of the pizza layers.
registerOptionsUI: (builder: any) => {
const category = ["Pizza Oven"];
builder
.addCustomEditor({
category,
id: "state",
path: "config.state",
name: "State",
editor: ResourceDimensionEditor,
})
.addCustomEditor({
category,
id: "time",
path: "config.time",
name: "Time",
editor: ResourceDimensionEditor,
});
};
Values from data sources​
Based on the configured options values will be static or returned from the data source. To create a data structure to display elements we used getResource method to retrieve the last value from the data source.
prepareData: (ctx: DimensionContext, cfg: PizzaOvenConfig) => {
const stateValues = cfg?.state && ctx.getResource(cfg.state).field?.values || [];
const timeValues = cfg?.time && ctx.getResource(cfg.time).field?.values || [];
const data: PizzaOvenData = {
state: stateValues.length && stateValues[stateValues.length-1],
time: timeValues.length ? timeValues[timeValues.length-1] : 0
};
return data;
},
React display component​
The display component for the pizza oven returns SVG graphics with smoke animation and is controlled by the configured UI options and data source values.
An advanced element with styles, types and a React component
import { css } from "@emotion/css";
import React from "react";
import { GrafanaTheme2 } from "@grafana/data";
import { ResourceDimensionConfig } from "@grafana/schema";
import { useStyles2 } from "@grafana/ui";
import { DimensionContext } from "app/features/dimensions";
import { ResourceDimensionEditor } from "app/features/dimensions/editors";
import {
CanvasElementItem,
CanvasElementProps,
defaultBgColor,
} from "../element";
/**
* Data
*/
interface PizzaOvenData {
/**
* State
*
* @type {boolean}
*/
state?: boolean;
/**
* Time
*
* @type {number}
*/
time?: number;
}
/**
* Config
*/
interface PizzaOvenConfig {
/**
* State
*
* @type {ResourceDimensionConfig}
*/
state?: ResourceDimensionConfig;
/**
* Time
*
* @type {ResourceDimensionConfig}
*/
time?: ResourceDimensionConfig;
}
/**
* Display
*/
const PizzaOvenDisplay = ({
data,
}: CanvasElementProps<PizzaOvenConfig, PizzaOvenData>) => {
const styles = useStyles2(getStyles);
/**
* State
*/
const state = data?.state || false;
const time = data?.time || 0;
const smokeAnimation = `spin 5s linear infinite`;
/**
* Clock
*/
const Clock = ({ time }: { time: number }) => {
if (!time) {
return <></>;
}
const t = 30 - time;
const arr = String(t <= 9 ? `0${t}` : t)
.split("")
.map(Number);
let first = (
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/>
);
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}
return (
<g id="clock">
<path
id="number_0m"
d="M280.496 636.224L285.44 631.04H297.296L301.952 636.224H280.496ZM279.056 612.656L284.24 617.648V629.408L279.056 634.112V612.656ZM303.488 634.112L298.304 629.168V617.36L303.488 612.656V634.112ZM280.448 587.456H301.904L297.152 592.64H285.392L280.448 587.456ZM278.912 610.976V589.52L284.096 594.176V606.08L278.912 610.976ZM303.344 589.52V610.976L298.16 606.32V594.464L303.344 589.52Z"
fill="white"
/>
<path
id="colon"
d="M318.176 612.176H324.224V618.176H318.176V612.176ZM318.176 597.92H324.224V604.064H318.176V597.92Z"
fill="white"
/>
{first}
{second}
</g>
);
};
/**
* Pizza
*/
const Pizza = ({ time }: { time: number }) => {
if (!time) {
return <></>;
}
const opacity = 0.1 + (time * 3) / 100;
return (
<g id="pizza">
<path
id="Vector_36"
fillRule="evenodd"
clipRule="evenodd"
d="M487.867 792.798C487.867 793.521 487.754 794.372 487.532 795.351C487.62 797.776 487.219 799.713 486.324 801.159C483.641 805.924 478.476 810.095 470.829 813.669C467.475 815.243 463.698 816.69 459.493 818.009C458.152 818.434 454.284 819.541 447.89 821.328C442.389 823.115 438.298 824.413 435.615 825.222C430.875 826.711 426.694 827.646 423.072 828.029C405.586 829.86 392.998 831.051 385.307 831.605C371.176 832.584 358.52 832.816 347.341 832.307C340.097 831.966 334.663 831.69 331.041 831.477C299.291 830.456 272.036 826.903 249.274 820.818L247.731 820.499C238.116 818.287 229.285 815.415 221.235 811.883C207.552 805.966 202.588 800.286 206.344 794.841C205.897 794.884 205.361 794.884 204.734 794.841L206.21 794.138L206.143 792.798C206.143 782.032 219.894 772.865 247.396 765.29C274.897 757.673 308.101 753.865 347.006 753.865C385.911 753.865 419.114 757.673 446.616 765.29C474.117 772.865 487.868 782.032 487.868 792.798H487.867Z"
fill="#EED37C"
fillOpacity={opacity}
/>
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clipRule="evenodd"
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fill="#D2B155"
fillOpacity={opacity}
/>
<path
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clipRule="evenodd"
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fill="#C5671E"
fillOpacity={opacity}
/>
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fill="#C5671E"
fillOpacity={opacity}
/>
<path
id="Vector_40"
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"
/>
</defs>
</svg>
);
return svg;
};
/**
* Pizza Oven
*/
export const pizzaOvenItem: CanvasElementItem = {
id: "pizzaOven",
name: "Pizza Oven",
description: "Animated pizza oven",
display: PizzaOvenDisplay,
defaultSize: {
width: 200,
height: 300,
},
/**
* Options
*/
getNewOptions: (options) => ({
...options,
background: {
color: {
fixed: "transparent",
},
},
placement: {
width: options?.placement?.width ?? 100,
height: options?.placement?.height ?? 155,
top: options?.placement?.top,
left: options?.placement?.left,
},
}),
/**
* Called when data changes
*/
prepareData: (ctx: DimensionContext, cfg: PizzaOvenConfig) => {
const stateValues =
(cfg?.state && ctx.getResource(cfg.state).field?.values) || [];
const timeValues =
(cfg?.time && ctx.getResource(cfg.time).field?.values) || [];
const data: PizzaOvenData = {
state: stateValues.length && stateValues[stateValues.length - 1],
time: timeValues.length ? timeValues[timeValues.length - 1] : 0,
};
return data;
},
/**
* Registed Options
*/
registerOptionsUI: (builder: any) => {
const category = ["Pizza Oven"];
builder
.addCustomEditor({
category,
id: "state",
path: "config.state",
name: "State",
editor: ResourceDimensionEditor,
})
.addCustomEditor({
category,
id: "time",
path: "config.time",
name: "Time",
editor: ResourceDimensionEditor,
});
},
};
const getStyles = (theme: GrafanaTheme2) => ({
smoke: css`
@keyframes spin {
from {
transform: rotate(0deg);
}
to {
transform: rotate(-15deg);
}
}
transform-origin: 94.663px 94.663px;
transform: rotate(1deg);
`,
});
The proposed canvas element was created in the public/app/features/canvas/elements/ folder and included in the registry (public/app/features/canvas/registry.ts) as an advanced element item:
export const defaultElementItems = [
metricValueItem, // default for now
textItem,
rectangleItem,
iconItem,
serverItem,
];
export const advancedElementItems = [
buttonItem,
windTurbineItem,
droneTopItem,
droneFrontItem,
droneSideItem,
pizzaOvenItem,
];
export const canvasElementRegistry =
new Registry() <
CanvasElementItem >
(() => [...defaultElementItems, ...advancedElementItems]);
Developing and building a Docker image​
To get started with Grafana development on Mac or Linux:
- Clone repository
git clone https://github.com/grafana/grafana.git - Install dependencies
yarn install --immutable - Start Frontend
yarn start - Start Backend
make run
Developing and building Docker images is explained in the Grafana developer guide.
If you followed all the steps you should see a Pizza Oven advanced element in the list:
PostgreSQL with Timescale data source​
For the demonstration, we used the PostgreSQL with Timescale database, which is the ultimate storage partner for Grafana. You can find an explanation in the tutorial:
The table orders to keep track of online and walk-in orders and the cooking progress:
CREATE TABLE orders (
id integer GENERATED BY DEFAULT AS IDENTITY PRIMARY KEY,
created timestamp with time zone NOT NULL,
name text,
phone text,
description text,
online boolean,
price integer,
oven integer,
started timestamp with time zone NOT NULL
);
CREATE SEQUENCE seq_orders START 1;
insert into orders values(nextval('seq_orders'), now(), 'Mike', '123-456-789', 'Cheese Pizza', true, 19.99, 1, now());
insert into orders values(nextval('seq_orders'), now(), 'Ella', '132-461-782', 'Pepperoni Pizza', false, 24.99, 2, now());
The canvas panel is awesome​
The canvas panel can be used for a variety of use cases, pizzeria included.
We’d Love to Hear From You!​
Subscribe to our YouTube Channel and share your thoughts in the comments.
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