diff --git a/src/consts.ts b/src/consts.ts index e2d2ecc..1a99109 100644 --- a/src/consts.ts +++ b/src/consts.ts @@ -2,7 +2,7 @@ export const defaultGridParams = { gutter: 16, xs: 1, sm: 1, md: 2, lg: 3, xl: 4, xxl: 5, xxxl: 7, }; -export const avatarGenerator = "https://joeschmoe.io/api/v1/random"; +export const avatarGenerator = "https://source.boringavatars.com/beam/random?colors=595b5a,14c3a2,0de5a8,7cf49a,b8fd99"; export enum Layout { Sider = "SiderLayout", diff --git a/src/data.ts b/src/data.ts index ddb28c8..8d894bf 100644 --- a/src/data.ts +++ b/src/data.ts @@ -369,6 +369,12 @@ export const KIRA_ZHANG: Contributor = { institute: Institute.UCIrvine, }; +export const MAUREEN_CHANG: Contributor = { + name: "Maureen Chang", + email: "yuhsuc7@uci.edu", + institute: Institute.UCIrvine, +}; + export const contributors: Contributor[] = [ ZHIQIN_LU, BRIAN_CABALLERO, @@ -430,6 +436,7 @@ export const contributors: Contributor[] = [ FELIX_YU, MELISSA_YU, KIRA_ZHANG, + MAUREEN_CHANG ].sort((a, b) => { const aLastName = a.name.split(" ").pop() as string; const bLastName = b.name.split(" ").pop() as string; @@ -528,7 +535,7 @@ export const topics: Topic[] = [ essay: "pdfs/topic05.pdf", animationContributors: [MELISSA_YU, YIXUAN_LI], essayContributors: [ZHIQIN_LU, SHIYI_LYU], - captionContributors: [], + captionContributors: [MAUREEN_CHANG], }, { name: "Pascal and Brainchon Theorems", diff --git a/src/views/topics/GdpTopic01View.vue b/src/views/topics/GdpTopic01View.vue index 4bb3e1f..c5cc775 100644 --- a/src/views/topics/GdpTopic01View.vue +++ b/src/views/topics/GdpTopic01View.vue @@ -142,7 +142,6 @@ export default defineComponent( y1: coords[1].y, x2: aprime.x, y2: aprime.y, - stroke: "red" } ); diff --git a/src/views/topics/GdpTopic05View.vue b/src/views/topics/GdpTopic05View.vue index ef15524..747d405 100644 --- a/src/views/topics/GdpTopic05View.vue +++ b/src/views/topics/GdpTopic05View.vue @@ -3,6 +3,21 @@ The description of Simson Line
Simson Line + +

+ In the following \triangle ABC. Let + P be a point on the circumcircle. Let + X, Y, Z be the pedal points of P to + BC, CA, and + AB respectively. Then, + X, Y, Z are co-linear, such a + line is called the Simson Line. +

+

+ Hold point P and move it along the circle, and one can see that + X, Y, Z are always collinear. +

+
@@ -12,7 +27,12 @@ import { indexTopicMap } from "@/data"; import { Topic } from "@/types"; import { IEvent } from "fabric/fabric-impl"; import { fabric } from "fabric"; -import { makeLine, makeLabel, makeCircle, makeMovablePoint } from "@/utils/canvas"; +import { + makeLine, + makeLabel, + makeCircle, + makeMovablePoint, +} from "@/utils/canvas"; import { getPedalPoint, calculateDistanceBetweenTwoPoints, @@ -74,9 +94,18 @@ export default defineComponent({ radius: radiusCircle, stroke: "black", }); - const pC = [xx + Math.cos(pi / 6) * radiusCircle, yy + Math.sin(pi / 6) * radiusCircle]; - const pB = [xx - Math.cos(pi / 6) * radiusCircle, yy + Math.sin(pi / 6) * radiusCircle]; - const pA = [xx - Math.cos(pi / 3) * radiusCircle, yy - Math.sin(pi / 3) * radiusCircle]; + const pC = [ + xx + Math.cos(pi / 6) * radiusCircle, + yy + Math.sin(pi / 6) * radiusCircle, + ]; + const pB = [ + xx - Math.cos(pi / 6) * radiusCircle, + yy + Math.sin(pi / 6) * radiusCircle, + ]; + const pA = [ + xx - Math.cos(pi / 3) * radiusCircle, + yy - Math.sin(pi / 3) * radiusCircle, + ]; const pointA = new fabric.Point(pA[0], pA[1]); const pointB = new fabric.Point(pB[0], pB[1]); const pointC = new fabric.Point(pC[0], pC[1]); @@ -289,7 +318,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAC * disAC - disAB * disAB) / (2 * disAC * disBC)) * + (Math.acos( + (disBC * disBC + disAC * disAC - disAB * disAB) / + (2 * disAC * disBC) + ) * 180) / Math.PI, }); @@ -304,7 +336,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAC * disAC - disAB * disAB) / (2 * disAC * disBC)) * + (Math.acos( + (disBC * disBC + disAC * disAC - disAB * disAB) / + (2 * disAC * disBC) + ) * 180) / Math.PI + 90, @@ -320,7 +355,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAC * disAC - disAB * disAB) / (2 * disAC * disBC)) * + (Math.acos( + (disBC * disBC + disAC * disAC - disAB * disAB) / + (2 * disAC * disBC) + ) * 180) / Math.PI + 270, @@ -336,7 +374,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAC * disAC - disAB * disAB) / (2 * disAC * disBC)) * + (Math.acos( + (disBC * disBC + disAC * disAC - disAB * disAB) / + (2 * disAC * disBC) + ) * 180) / Math.PI + 90, @@ -352,7 +393,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAB * disAB - disAC * disAC) / (2 * disAB * disBC)) * + (Math.acos( + (disBC * disBC + disAB * disAB - disAC * disAC) / + (2 * disAB * disBC) + ) * 180) / Math.PI + 300, @@ -368,7 +412,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAB * disAB - disAC * disAC) / (2 * disAB * disBC)) * + (Math.acos( + (disBC * disBC + disAB * disAB - disAC * disAC) / + (2 * disAB * disBC) + ) * 180) / Math.PI + 210, @@ -384,7 +431,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAB * disAB - disAC * disAC) / (2 * disAB * disBC)) * + (Math.acos( + (disBC * disBC + disAB * disAB - disAC * disAC) / + (2 * disAB * disBC) + ) * 180) / Math.PI + 210, @@ -401,7 +451,10 @@ export default defineComponent({ strokeDashArray: [2.5, 2.5], angle: -( - (Math.acos((disBC * disBC + disAB * disAB - disAC * disAC) / (2 * disAB * disBC)) * + (Math.acos( + (disBC * disBC + disAB * disAB - disAC * disAC) / + (2 * disAB * disBC) + ) * 180) / Math.PI ) - 180, @@ -602,7 +655,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAC * disAC - disAB * disAB) / (2 * disAC * disBC)) * 180) / + (Math.acos( + (disBC * disBC + disAC * disAC - disAB * disAB) / (2 * disAC * disBC) + ) * + 180) / Math.PI + 270, }); @@ -615,7 +671,10 @@ export default defineComponent({ stroke: "gray", strokeDashArray: [2.5, 2.5], angle: - (Math.acos((disBC * disBC + disAB * disAB - disAC * disAC) / (2 * disAB * disBC)) * 180) / + (Math.acos( + (disBC * disBC + disAB * disAB - disAC * disAC) / (2 * disAB * disBC) + ) * + 180) / Math.PI + 300, });