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<channel>
	<title>역률개선 &#8211; MyEngNote</title>
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		<title>역률 개선 계산기 &#038; 시뮬레이터</title>
		<link>https://myengnote.com/power-factor-correction-calculator-simulator/</link>
					<comments>https://myengnote.com/power-factor-correction-calculator-simulator/#respond</comments>
		
		<dc:creator><![CDATA[동동]]></dc:creator>
		<pubDate>Thu, 25 Jun 2026 22:13:09 +0000</pubDate>
				<category><![CDATA[공학계산기]]></category>
		<category><![CDATA[무효전력]]></category>
		<category><![CDATA[역률개선]]></category>
		<category><![CDATA[위상차시각화]]></category>
		<category><![CDATA[콘덴서용량]]></category>
		<category><![CDATA[피상전력]]></category>
		<guid isPermaLink="false">https://myengnote.com/power-factor-correction-calculator-simulator/</guid>

					<description><![CDATA[부하의 유효전력과 기존 역률, 목표 역률을 입력하여 요구되는 역률 개선용 콘덴서(Capacitor Bank)의 용량(kVAR)과 전기 에너지 절감 효과를 2D 벡터 위상 시뮬레이션으로 정밀 분석하는 시뮬레이터입니다. <a href="https://myengnote.com/power-factor-correction-calculator-simulator/" style="text-decoration:none; color:#0073aa; font-weight:bold;">[본문 전체보기 >]</a>]]></description>
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<h2 style="font-size: 1.6em; font-weight: 800; color: #0c0e25; border-bottom: 2px solid #00f2fe; padding-bottom: 8px; margin-bottom: 20px;"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f680.png" alt="🚀" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 역률 개선 계산기 &#038; 시뮬레이터</h2>


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            font-size: 13px !important;
        }
/* ━━ WordPress 레이아웃 Override: 디자인 1 (2열 컴팩트 대칭 레이아웃) ━━ */
.powerfactor-calculator-wrapper .app-main-grid,
.powerfactor-calculator-wrapper .main-grid,
.powerfactor-calculator-wrapper .sim-grid {
    display: grid !important;
    grid-template-columns: 340px 1fr !important;
    gap: 24px !important;
    align-items: start !important;
}
/* 3열 레이아웃을 2열 레이아웃으로 변경하는 특화 스타일 */
.powerfactor-calculator-wrapper .right-column {
    display: flex !important;
    flex-direction: column !important;
    gap: 24px !important;
    min-width: 0 !important;
    grid-column: 2 !important;
}
.powerfactor-calculator-wrapper .simulation-panel,
.powerfactor-calculator-wrapper .canvas-panel,
.powerfactor-calculator-wrapper .sim-panel {
    grid-column: auto !important;
    order: 1 !important;
    align-self: stretch !important;
}
.powerfactor-calculator-wrapper .control-panel {
    grid-column: 1 !important;
}
/* 2열 통합 결과 분석 영역 레이아웃 */
.powerfactor-calculator-wrapper .simulation-results-section {
    display: grid !important;
    grid-template-columns: 1.1fr 1.3fr !important;
    gap: 20px !important;
    border-top: 1px solid var(--color-border) !important;
    padding-top: 20px !important;
    margin-top: 10px !important;
    align-items: stretch !important;
}
/* Readout Box 스타일 */
.powerfactor-calculator-wrapper .simulation-results-section .ratio-readout-box,
.powerfactor-calculator-wrapper .simulation-results-section .re-readout-box,
.powerfactor-calculator-wrapper .simulation-results-section .status-readout-box,
.powerfactor-calculator-wrapper .simulation-results-section .flow-readout-box,
.powerfactor-calculator-wrapper .simulation-results-section [class*="readout-box"],
.powerfactor-calculator-wrapper .simulation-results-section .gauge-container {
    grid-column: 1 !important;
    grid-row: 1 !important;
    margin: 0 !important;
    height: auto !important;
    display: flex !important;
    flex-direction: column !important;
    justify-content: center !important;
}
.powerfactor-calculator-wrapper .simulation-results-section .results-grid {
    grid-column: 2 !important;
    grid-row: 1 / span 2 !important;
    display: flex !important;
    flex-direction: column !important;
    gap: 12px !important;
    justify-content: flex-start !important;
}
.powerfactor-calculator-wrapper .simulation-results-section .results-grid .result-card {
    flex: none !important;
    display: flex !important;
    align-items: center !important;
    min-height: 72px !important;
    height: auto !important;
    padding: 12px 16px !important;
}
.powerfactor-calculator-wrapper .simulation-results-section .formula-card {
    grid-column: 1 !important;
    grid-row: 2 !important;
}
/* 모바일/반응형 (800px 이하) ── 항상 세로형(1열) 정렬 및 시뮬레이터 캔버스 최상단 배치 */
@media (max-width: 800px) {
    .powerfactor-calculator-wrapper .app-main-grid,
    .powerfactor-calculator-wrapper .main-grid,
    .powerfactor-calculator-wrapper .sim-grid {
        grid-template-columns: 1fr !important;
        display: flex !important;
        flex-direction: column !important;
    }
    .powerfactor-calculator-wrapper .control-panel {
        order: 2 !important;
        width: 100% !important;
    }
    .powerfactor-calculator-wrapper .right-column {
        order: 1 !important;
        width: 100% !important;
        display: flex !important;
        flex-direction: column !important;
    }
    .powerfactor-calculator-wrapper .simulation-panel,
    .powerfactor-calculator-wrapper .canvas-panel,
    .powerfactor-calculator-wrapper .sim-panel,
    .powerfactor-calculator-wrapper .canvas-section {
        order: -1 !important;
    }
    .powerfactor-calculator-wrapper .simulation-results-section {
        grid-template-columns: 1fr !important;
    }
    .powerfactor-calculator-wrapper .simulation-results-section .ratio-readout-box,
    .powerfactor-calculator-wrapper .simulation-results-section .re-readout-box,
    .powerfactor-calculator-wrapper .simulation-results-section .status-readout-box,
    .powerfactor-calculator-wrapper .simulation-results-section .flow-readout-box,
    .powerfactor-calculator-wrapper .simulation-results-section [class*="readout-box"],
    .powerfactor-calculator-wrapper .simulation-results-section .gauge-container {
        grid-column: 1 !important;
        grid-row: auto !important;
        height: auto !important;
    }
    .powerfactor-calculator-wrapper .simulation-results-section .results-grid {
        grid-column: 1 !important;
        grid-row: auto !important;
    }
    .powerfactor-calculator-wrapper .simulation-results-section .formula-card {
        grid-column: 1 !important;
        grid-row: auto !important;
    }
}
.powerfactor-calculator-wrapper .app-container,
.powerfactor-calculator-wrapper .main-container {
    max-width: 100% !important;
    padding: 12px !important;
}
/* Premium Advice/Formula Card & Typography Overrides */
.powerfactor-calculator-wrapper .simulation-results-section .formula-card,
.powerfactor-calculator-wrapper .results-panel .formula-card {
    background: #ffffff !important;
    border: 1px solid var(--color-border) !important;
    border-radius: 12px !important;
    padding: 16px !important;
    box-shadow: var(--shadow-card) !important;
    transition: all 0.2s ease !important;
    display: flex !important;
    flex-direction: column !important;
    justify-content: center !important;
    gap: 8px !important;
}
.powerfactor-calculator-wrapper .simulation-results-section .formula-card h4,
.powerfactor-calculator-wrapper .results-panel .formula-card h4 {
    font-size: 14px !important;
    font-weight: 700 !important;
    color: var(--color-text-main) !important;
    margin-top: 0 !important;
    margin-bottom: 4px !important;
    word-break: keep-all !important;
    line-height: 1.4 !important;
    display: flex !important;
    align-items: center !important;
    gap: 8px !important;
}
.powerfactor-calculator-wrapper .formula-equation {
    font-family: 'Outfit', 'Cambria Math', 'Times New Roman', monospace !important;
    white-space: nowrap !important;
    overflow-x: auto !important;
    word-break: keep-all !important;
    text-align: center !important;
}
.powerfactor-calculator-wrapper #text-judgment {
    font-size: 12px !important;
    font-weight: 500 !important;
    color: var(--color-text-muted) !important;
    line-height: 1.6 !important;
    word-break: keep-all !important;
}
</style>
<div class="powerfactor-calculator-wrapper" style="position: relative; width: 100%; box-sizing: border-box; overflow: hidden; margin: 30px auto; border-radius: 20px;">
    <div class="app-background-glow" style="position: absolute; top: 0; left: 0; width: 100%; height: 100%; z-index: 1; pointer-events: none; overflow: hidden;"></div>
    <div style="position: relative; z-index: 2; width: 100%;">
    <div class="app-container">
        <!-- Header -->
        <header class="app-header">
            <div class="logo-area">
                <div class="logo-icon"><i class="fa-solid fa-lines-leaning fa-spin-slow text-cyan"></i></div>
                <div>
                    <h1>POWER FACTOR</h1>
                    <div class="subtitle">역률 개선 계산기 &#038; 위상 매칭 물리 시뮬레이터</div>
                </div>
            </div>
            <div class="header-badge">
                <div class="pulse-dot"></div>
                <div class="badge-text">PHASOR ANALYSIS ACTIVE</div>
            </div>
        </header>
        <!-- Main Layout Grid -->
        <main class="app-main-grid">
            <!-- Left Panel: Controls -->
            <section class="panel control-panel">
                <div class="panel-header">
                    <i class="fa-solid fa-sliders text-cyan"></i>
                    <h2>전력 계통 설계 변수</h2>
                </div>
                <!-- Load Active Power (kW) -->
                <div class="input-group">
                    <div class="input-label-row">
                        <label><i class="fa-solid fa-bolt text-cyan"></i> 유효 전력 (P)</label>
                        <span class="helper-text">(10 ~ 500 kW)</span>
                    </div>
                    <div class="number-input-wrapper">
                        <input type="number" id="input-power" class="custom-number-input" min="10" max="500" value="100">
                        <div class="unit-badge">kW</div>
                    </div>
                    <input type="range" id="slider-power" class="custom-slider" min="10" max="500" step="5" value="100">
                </div>
                <!-- Initial PF1 -->
                <div class="input-group">
                    <div class="input-label-row">
                        <label><i class="fa-solid fa-chart-line text-magenta"></i> 기존 저하 역률 (PF₁)</label>
                        <span class="helper-text">(0.50 ~ 0.98)</span>
                    </div>
                    <div class="number-input-wrapper">
                        <input type="number" id="input-pf1" class="custom-number-input" min="0.50" max="0.98" step="0.01" value="0.70">
                        <div class="unit-badge">cosθ</div>
                    </div>
                    <input type="range" id="slider-pf1" class="custom-slider" min="50" max="98" step="1" value="70">
                </div>
                <!-- Target PF2 -->
                <div class="input-group">
                    <div class="input-label-row">
                        <label><i class="fa-solid fa-chart-line text-purple"></i> 목표 개선 역률 (PF₂)</label>
                        <span class="helper-text">(0.80 ~ 1.00)</span>
                    </div>
                    <div class="number-input-wrapper">
                        <input type="number" id="input-pf2" class="custom-number-input" min="0.80" max="1.00" step="0.01" value="0.95">
                        <div class="unit-badge">cosθ</div>
                    </div>
                    <input type="range" id="slider-pf2" class="custom-slider" min="80" max="100" step="1" value="95">
                </div>
                <!-- Phase system voltage -->
                <div class="input-group">
                    <div class="input-label-row">
                        <label><i class="fa-solid fa-plug"></i> 배전 계통 전압</label>
                    </div>
                    <div class="segmented-control" id="control-voltage">
                        <button class="segment-btn" data-value="220">단상 220 V</button>
                        <button class="segment-btn active" data-value="380">삼상 380 V</button>
                    </div>
                </div>
                <!-- Presets -->
                <div class="presets-section">
                    <h3><i class="fa-solid fa-tags text-cyan"></i> 부하 개선 프리셋</h3>
                    <div class="presets-grid">
                        <button class="preset-btn" data-preset="motor">
                            <div class="preset-icon"><i class="fa-solid fa-server"></i></div>
                            <div class="preset-details"><span class="preset-name">대형 모터 유도성 부하</span><span class="preset-spec">150kW, 0.70→0.96</span></div>
                        </button>
                        <button class="preset-btn" data-preset="welder">
                            <div class="preset-icon"><i class="fa-solid fa-fire-burner"></i></div>
                            <div class="preset-details"><span class="preset-name">공장 용접 설비 반동</span><span class="preset-spec">60kW, 0.52→0.90</span></div>
                        </button>
                        <button class="preset-btn" data-preset="plant">
                            <div class="preset-icon"><i class="fa-solid fa-industry"></i></div>
                            <div class="preset-details"><span class="preset-name">상업 빌딩 전체 전열</span><span class="preset-spec">300kW, 0.82→0.98</span></div>
                        </button>
                    </div>
                </div>
            </section>
            <!-- Auto Injected Right Column wrapper for Design 1 -->
            <div class="right-column">
                <section class="panel simulation-panel">
                                <div class="panel-header">
                                    <div style="display: flex; align-items: center; gap: 12px;">
                                        <i class="fa-solid fa-circle-nodes text-cyan"></i>
                                        <h2>실시간 2D 위상 위상차 &#038; 벡터 Phasor 삼각도</h2>
                                    </div>
                                    <div id="txt-phase-diff" class="canvas-scale-indicator">위상 격차</div>
                                </div>
                                <div class="canvas-wrapper">
                                    <canvas id="physics-canvas"></canvas>
                                </div>
                                <!-- Mini Metrics -->
                                <div class="simulation-metrics-strip">
                                    <div class="mini-metric">
                                        <div class="label">선로 소요 피상전력 차</div>
                                        <div id="txt-kva-diff" class="value">0 kVA</div>
                                    </div>
                                    <div class="mini-divider"></div>
                                    <div class="mini-metric">
                                        <div class="label">전류 위상 지연 시간</div>
                                        <div id="txt-lag-time" class="value">0.0 ms</div>
                                    </div>
                                </div>
                            <div class="simulation-results-section">
                                <div class="ratio-readout-box">
                                    <div class="ratio-title">필요 전력용 콘덴서 용량 (Qc)</div>
                                    <div id="txt-qc-out" class="ratio-value">52.3 kVAR</div>
                                    <div id="txt-cphase-out" class="ratio-type">(상당 정전용량: 120.4 uF, 3상 Δ)</div>
                                </div>
                                <div class="results-grid">
                                    <!-- S1 apparent power -->
                                    <div class="result-card">
                                        <div class="card-icon"><i class="fa-solid fa-chart-pie text-cyan"></i></div>
                                        <div class="card-content">
                                            <span class="card-unit">개선 전 소요 피상전력 (S₁) / 선로 전류 (I₁)</span>
                                            <span id="txt-s1-out" class="card-value">142.8 kVA (374.8 A)</span>
                                        </div>
                                    </div>
                                    <!-- S2 apparent power -->
                                    <div class="result-card">
                                        <div class="card-icon"><i class="fa-solid fa-chart-pie text-magenta"></i></div>
                                        <div class="card-content">
                                            <span class="card-unit">개선 후 소요 피상전력 (S₂) / 선로 전류 (I₂)</span>
                                            <span id="txt-s2-out" class="card-value">105.2 kVA (276.1 A)</span>
                                        </div>
                                    </div>
                                    <!-- Line current reduction -->
                                    <div class="result-card">
                                        <div class="card-icon"><i class="fa-solid fa-percent text-purple"></i></div>
                                        <div class="card-content">
                                            <span class="card-unit">선로 공급 전류 절감 한계</span>
                                            <span id="txt-current-reduction" class="card-value">26.3 % 절감</span>
                                        </div>
                                    </div>
                                </div>
                                <div class="formula-card">
                                    <h4><i class="fa-solid fa-circle-info text-cyan"></i> 교류 위상 기하학 공식</h4>
                                    <div class="formula-equation">Q_c = P × (tanθ₁ &#8211; tanθ₂) [kVAR]</div>
                                    <div class="formula-equation">S = P / cosθ [kVA]</div>
                                </div>
                            </div>
                </section>
            </div>
        </main>
        <!-- Disclaimer Footer -->
        <footer class="app-disclaimer" style="margin-top: 20px; padding: 12px 16px; background: rgba(0, 0, 0, 0.015); border: 1px solid var(--color-border); border-radius: 12px; font-size: 11px; color: var(--color-text-muted); line-height: 1.5; text-align: left; display: flex; gap: 10px; align-items: flex-start; clear: both;">
            <i class="fa-solid fa-circle-info" style="color: var(--color-cyan); font-size: 14px; margin-top: 2px; flex-shrink: 0;"></i>
            <span><strong>면책 조항 (Disclaimer):</strong> 본 시뮬레이터의 계산 결과는 교육 및 참고용으로만 제공되며, 실제 제품 설계나 제작 시에는 반드시 최신 공학 규격 및 공식 표준 설계 기준을 재확인하시기 바랍니다. 계산 값의 무결성을 보장하지 않으며, 이로 인해 발생하는 직접적/간접적 손해에 대해 제작자 및 본 블로그는 어떠한 책임을 지지 않습니다.</span>
        </footer>
</div>
    <!-- JavaScript Circuit Simulation Engine -->
    </div>
</div>
<script>
        (function() {
        let isInit = false;
        function initSimulator() {
            if (isInit) return;
            const canvas = document.getElementById('physics-canvas');
            if (!canvas) return;
            const ctx = canvas.getContext('2d');
            if (!ctx) return;
            isInit = true;
            window.__pf_initialized = true;
            // DOM Elements
            const sliderPower = document.getElementById('slider-power');
            const inputPower = document.getElementById('input-power');
            const sliderPf1 = document.getElementById('slider-pf1');
            const inputPf1 = document.getElementById('input-pf1');
            const sliderPf2 = document.getElementById('slider-pf2');
            const inputPf2 = document.getElementById('input-pf2');
            const controlVoltage = document.getElementById('control-voltage');
            const presetButtons = document.querySelectorAll('.preset-btn');
            const txtQcOut = document.getElementById('txt-qc-out');
            const txtCphaseOut = document.getElementById('txt-cphase-out');
            const txtS1Out = document.getElementById('txt-s1-out');
            const txtS2Out = document.getElementById('txt-s2-out');
            const txtCurrentReduction = document.getElementById('txt-current-reduction');
            const txtPhaseDiff = document.getElementById('txt-phase-diff');
            const txtKvaDiff = document.getElementById('txt-kva-diff');
            const txtLagTime = document.getElementById('txt-lag-time');
            // State variables
            const state = {
                power: 100.0, // kW
                pf1: 0.70,
                pf2: 0.95,
                voltage: 380.0, // V
                i1: 217.1,
                i2: 159.9,
                // Anim phase
                wavePhase: 0.0,
                lastTime: 0
            };
            function resizeCanvas() {
                const rect = canvas.getBoundingClientRect();
                const dpr = window.devicePixelRatio || 1;
                canvas.width = rect.width * dpr;
                canvas.height = rect.height * dpr;
                ctx.scale(dpr, dpr);
            }
            resizeCanvas();
            window.addEventListener('resize', resizeCanvas);
            setTimeout(resizeCanvas, 300);
            // Sync Inputs
            function syncPowerFromSlider() {
                const val = parseInt(sliderPower.value);
                inputPower.value = val;
                state.power = val;
                clearPresets();
                updateCalculations();
            }
            function syncPowerFromInput() {
                let val = parseInt(inputPower.value);
                if (isNaN(val)) { val = 10; }
                if (val < 10) { val = 10; }
                if (val > 500) { val = 500; }
                sliderPower.value = val;
                state.power = val;
                clearPresets();
                updateCalculations();
            }
            function syncPf1FromSlider() {
                const val = parseFloat(sliderPf1.value) / 100.0;
                inputPf1.value = val.toFixed(2);
                state.pf1 = val;
                // Clamping targets
                if (state.pf2 < state.pf1) {
                    state.pf2 = state.pf1;
                    inputPf2.value = state.pf2.toFixed(2);
                    sliderPf2.value = Math.round(state.pf2 * 100.0);
                }
                clearPresets();
                updateCalculations();
            }
            function syncPf1FromInput() {
                let val = parseFloat(inputPf1.value);
                if (isNaN(val)) { val = 0.50; }
                if (val < 0.50) { val = 0.50; }
                if (val > 0.98) { val = 0.98; }
                sliderPf1.value = Math.round(val * 100.0);
                state.pf1 = val;
                if (state.pf2 < state.pf1) {
                    state.pf2 = state.pf1;
                    inputPf2.value = state.pf2.toFixed(2);
                    sliderPf2.value = Math.round(state.pf2 * 100.0);
                }
                clearPresets();
                updateCalculations();
            }
            function syncPf2FromSlider() {
                const val = parseFloat(sliderPf2.value) / 100.0;
                // clamp
                let clampedVal = val;
                if (clampedVal < state.pf1) {
                    clampedVal = state.pf1;
                }
                inputPf2.value = clampedVal.toFixed(2);
                sliderPf2.value = Math.round(clampedVal * 100.0);
                state.pf2 = clampedVal;
                clearPresets();
                updateCalculations();
            }
            function syncPf2FromInput() {
                let val = parseFloat(inputPf2.value);
                if (isNaN(val)) { val = 0.80; }
                if (val < 0.80) { val = 0.80; }
                if (val > 1.00) { val = 1.00; }
                if (val < state.pf1) {
                    val = state.pf1;
                }
                sliderPf2.value = Math.round(val * 100.0);
                state.pf2 = val;
                clearPresets();
                updateCalculations();
            }
            // Vector math and correction calculations
            function updateCalculations() {
                // S1 = P / PF1, S2 = P / PF2
                const s1 = state.power / state.pf1;
                const s2 = state.power / state.pf2;
                // Theta
                const theta1 = Math.acos(state.pf1);
                const theta2 = Math.acos(state.pf2);
                // Q1 = P * tan(theta1), Q2 = P * tan(theta2)
                const q1 = state.power * Math.tan(theta1);
                const q2 = state.power * Math.tan(theta2);
                // Qc = Q1 - Q2 (Capacitor size)
                let qc = q1 - q2;
                if (qc < 0) {
                    qc = 0.0;
                }
                // Per-phase capacitance (assuming 3-phase delta at 380V, 60Hz)
                // C_phase = Qc * 10^9 / (3 * 2 * pi * f * V^2)
                const freq = 60.0;
                let capPhase = 0.0;
                if (state.voltage === 380.0) {
                    // 3-Phase Delta connected Bank
                    capPhase = (qc * 1000.0 * 1000.0 * 1000.0) / (3.0 * 2.0 * Math.PI * freq * state.voltage * state.voltage);
                } else {
                    // Single Phase
                    capPhase = (qc * 1000.0 * 1000.0 * 1000.0) / (2.0 * Math.PI * freq * state.voltage * state.voltage);
                }
                // Line Current calculation (Single phase vs Three phase)
                let i1 = 0.0;
                let i2 = 0.0;
                if (state.voltage === 380.0) {
                    i1 = (state.power * 1000.0) / (Math.sqrt(3.0) * state.voltage * state.pf1);
                    i2 = (state.power * 1000.0) / (Math.sqrt(3.0) * state.voltage * state.pf2);
                } else {
                    i1 = (state.power * 1000.0) / (state.voltage * state.pf1);
                    i2 = (state.power * 1000.0) / (state.voltage * state.pf2);
                }
                state.i1 = i1;
                state.i2 = i2;
                // Line current reduction % = (1 - PF1 / PF2) * 100
                const currentRed = (1.0 - state.pf1 / state.pf2) * 100.0;
                // Update UI text values
                txtQcOut.innerText = qc.toFixed(1) + ' kVAR';
                const connectionType = state.voltage === 380.0 ? '3상 Δ 델타' : '단상 선로';
                txtCphaseOut.innerText = '(상당 전용 정전용량: ' + capPhase.toFixed(1) + ' μF, ' + connectionType + ')';
                txtS1Out.innerText = s1.toFixed(1) + ' kVA (' + i1.toFixed(1) + ' A)';
                txtS2Out.innerText = s2.toFixed(1) + ' kVA (' + i2.toFixed(1) + ' A)';
                txtCurrentReduction.innerText = currentRed.toFixed(1) + '% 절감 완료';
                // Mini metrics
                txtKvaDiff.innerText = Math.round(s1 - s2) + ' kVA';
                // Lag time calculation: dt = theta / (2 * pi * f)
                const lagAngleRad = theta1; // radians
                const lagSec = lagAngleRad / (2.0 * Math.PI * freq);
                txtLagTime.innerText = (lagSec * 1000.0).toFixed(2) + ' ms';
                // Display phase difference state text
                const degDiff = (theta1 * 180.0) / Math.PI;
                txtPhaseDiff.innerText = '위상차: ' + degDiff.toFixed(1) + '° (' + (state.pf1 * 100.0).toFixed(0) + '% PF)';
            }
            // Presets
            function loadPreset(key) {
                clearPresets();
                presetButtons.forEach(btn => {
                    if (btn.dataset.preset === key) {
                        btn.classList.add('active');
                    }
                });
                if (key === 'motor') {
                    state.power = 150;
                    state.pf1 = 0.70;
                    state.pf2 = 0.95;
                    state.voltage = 380;
                }
                if (key === 'welder') {
                    state.power = 60;
                    state.pf1 = 0.52;
                    state.pf2 = 0.90;
                    state.voltage = 380;
                }
                if (key === 'plant') {
                    state.power = 300;
                    state.pf1 = 0.82;
                    state.pf2 = 0.98;
                    state.voltage = 380;
                }
                // Sync UI elements
                document.querySelectorAll('#control-voltage .segment-btn').forEach(btn => {
                    btn.classList.remove('active');
                    if (parseInt(btn.dataset.value) === state.voltage) {
                        btn.classList.add('active');
                    }
                });
                inputPower.value = state.power;
                sliderPower.value = state.power;
                inputPf1.value = state.pf1.toFixed(2);
                sliderPf1.value = Math.round(state.pf1 * 100.0);
                inputPf2.value = state.pf2.toFixed(2);
                sliderPf2.value = Math.round(state.pf2 * 100.0);
                updateCalculations();
            }
            function clearPresets() {
                presetButtons.forEach(btn => btn.classList.remove('active'));
            }
            // Bind Event Listeners
            sliderPower.addEventListener('input', syncPowerFromSlider);
            inputPower.addEventListener('change', syncPowerFromInput);
            sliderPf1.addEventListener('input', syncPf1FromSlider);
            inputPf1.addEventListener('change', syncPf1FromInput);
            sliderPf2.addEventListener('input', syncPf2FromSlider);
            inputPf2.addEventListener('change', syncPf2FromInput);
            // Voltage Selection
            document.querySelectorAll('#control-voltage .segment-btn').forEach(btn => {
                btn.addEventListener('click', () => {
                    document.querySelectorAll('#control-voltage .segment-btn').forEach(b => b.classList.remove('active'));
                    btn.classList.add('active');
                    state.voltage = parseInt(btn.dataset.value);
                    clearPresets();
                    updateCalculations();
                });
            });
            presetButtons.forEach(btn => {
                btn.addEventListener('click', () => {
                    loadPreset(btn.dataset.preset);
                });
            });
            // Animation Loop
            function animate(currentTime) {
                requestAnimationFrame(animate);
                let dt = (currentTime - state.lastTime) / 1000;
                if (isNaN(dt)) { dt = 0.016; }
                if (dt < 0) { dt = 0.016; }
                if (dt > 1.0) { dt = 0.016; }
                state.lastTime = currentTime;
                const width = canvas.width / (window.devicePixelRatio || 1);
                const height = canvas.height / (window.devicePixelRatio || 1);
                ctx.clearRect(0, 0, width, height);
                // Draw Grid
                ctx.save();
                ctx.strokeStyle = 'rgba(2, 132, 199, 0.06)';
                ctx.lineWidth = 1;
                const gridSpacing = 25;
                for (let x = 0; x < width; x += gridSpacing) {
                    ctx.beginPath();
                    ctx.moveTo(x, 0);
                    ctx.lineTo(x, height);
                    ctx.stroke();
                }
                for (let y = 0; y < height; y += gridSpacing) {
                    ctx.beginPath();
                    ctx.moveTo(0, y);
                    ctx.lineTo(width, y);
                    ctx.stroke();
                }
                ctx.restore();
                // Geometry Mapping
                // Split Screen: Left Side = Phasor triangle, Right Side = Waveform phase shift
                const splitX = width / 2 - 20;
                const theta1 = Math.acos(state.pf1);
                const theta2 = Math.acos(state.pf2);
                // A. Render 2D Vector Phasor Triangle (Left Side)
                // Origin near bottom-left of left pane
                const triOx = 50;
                const triOy = height - 80;
                // Available drawing space (leave 150px on the right for the Qc text label)
                const maxW = splitX - 150;
                const maxH = triOy - 40;
                // Dynamic auto-scaling (zoom) factor
                // To keep the drawing beautifully sized and always fit within the canvas boundaries.
                const scaleW = maxW / Math.max(10, state.power);
                const scaleH = maxH / Math.max(10, state.power * Math.max(0.1, Math.tan(theta1)));
                const scale = Math.min(scaleW, scaleH);
                const triPx = state.power * scale;
                const triQ1y = state.power * Math.tan(theta1) * scale;
                const triQ2y = state.power * Math.tan(theta2) * scale;
                ctx.save();
                // 1. Draw Active Power horizontal line (P) - Cyan
                ctx.strokeStyle = "#0284c7";
                ctx.lineWidth = 4;
                ctx.beginPath();
                ctx.moveTo(triOx, triOy);
                ctx.lineTo(triOx + triPx, triOy);
                ctx.stroke();
                // Draw P text label (High contrast Cyan-700)
                ctx.fillStyle = "#0369a1";
                ctx.font = "bold 11px Outfit, sans-serif";
                ctx.fillText("P: " + Math.round(state.power) + " kW", triOx + triPx / 2 - 25, triOy + 20);
                // 2. Draw Reactive Power vertical line (Q1 - Uncompensated) - Magenta
                ctx.strokeStyle = "rgba(219, 39, 119, 0.25)";
                ctx.lineWidth = 3;
                ctx.beginPath();
                ctx.moveTo(triOx + triPx, triOy);
                ctx.lineTo(triOx + triPx, triOy - triQ1y);
                ctx.stroke();
                // Draw Q2 (Corrected Reactive Power)
                ctx.strokeStyle = "#db2777";
                ctx.lineWidth = 4;
                ctx.beginPath();
                ctx.moveTo(triOx + triPx, triOy);
                ctx.lineTo(triOx + triPx, triOy - triQ2y);
                ctx.stroke();
                // 3. Draw Qc Capacitor Vector (Green arrow pointing UP from Q1 to Q2)
                if (triQ1y > triQ2y) {
                    ctx.strokeStyle = "#10b981";
                    ctx.lineWidth = 4;
                    ctx.beginPath();
                    ctx.moveTo(triOx + triPx, triOy - triQ1y);
                    ctx.lineTo(triOx + triPx, triOy - triQ2y);
                    ctx.stroke();
                    // Arrow tip
                    ctx.fillStyle = "#10b981";
                    ctx.beginPath();
                    ctx.moveTo(triOx + triPx - 5, triOy - triQ2y + 8);
                    ctx.lineTo(triOx + triPx + 5, triOy - triQ2y + 8);
                    ctx.lineTo(triOx + triPx, triOy - triQ2y);
                    ctx.closePath();
                    ctx.fill();
                    // Draw Qc text label on the canvas (High contrast Emerald-700)
                    ctx.fillStyle = "#047857";
                    ctx.font = "bold 10px Inter, sans-serif";
                    const midQcy = triOy - (triQ1y + triQ2y) / 2;
                    ctx.fillText("Qc: " + (state.power * (Math.tan(theta1) - Math.tan(theta2))).toFixed(1) + " kVAR", triOx + triPx + 8, midQcy + 3);
                }
                // 4. Draw Apparent Power vectors (Hypotenuse)
                // S1 (Uncompensated) - light purple dotted
                ctx.strokeStyle = "rgba(124, 58, 237, 0.25)";
                ctx.lineWidth = 2.5;
                ctx.setLineDash([4, 4]);
                ctx.beginPath();
                ctx.moveTo(triOx, triOy);
                ctx.lineTo(triOx + triPx, triOy - triQ1y);
                ctx.stroke();
                ctx.setLineDash([]);
                // Draw S1 text label (High contrast Purple-700, placed near top-right end to avoid clutter)
                ctx.save();
                ctx.fillStyle = "#6d28d9";
                ctx.font = "bold 10px Inter, sans-serif";
                ctx.textAlign = "right";
                ctx.textBaseline = "bottom";
                const s1LabelX = triOx + triPx - 10;
                const s1LabelY = triOy - triQ1y - 6;
                ctx.fillText("S₁: " + (state.power / state.pf1).toFixed(1) + " kVA", s1LabelX, s1LabelY);
                ctx.restore();
                // S2 (Corrected) - Bold purple
                ctx.strokeStyle = "#7c3aed";
                ctx.lineWidth = 4;
                ctx.beginPath();
                ctx.moveTo(triOx, triOy);
                ctx.lineTo(triOx + triPx, triOy - triQ2y);
                ctx.stroke();
                // Draw S2 text label (High contrast Purple-800, placed near middle-right end to avoid clutter)
                ctx.save();
                ctx.fillStyle = "#5b21b6";
                ctx.font = "bold 10px Inter, sans-serif";
                ctx.textAlign = "right";
                ctx.textBaseline = "top";
                const s2LabelX = triOx + triPx - 10;
                const s2LabelY = triOy - triQ2y + 8;
                ctx.fillText("S₂: " + (state.power / state.pf2).toFixed(1) + " kVA", s2LabelX, s2LabelY);
                ctx.restore();
                // Label angles theta (θ1 is larger angle, θ2 is smaller angle)
                // We draw θ1 with a larger radius and θ2 with a smaller radius to separate them cleanly.
                ctx.beginPath();
                ctx.arc(triOx, triOy, 38, 0, -theta1, true);
                ctx.strokeStyle = "rgba(219, 39, 119, 0.4)";
                ctx.lineWidth = 1.5;
                ctx.stroke();
                // Label angle text θ1 (High contrast Pink-700, placed at r=48 and shifted up to prevent overlap)
                ctx.fillStyle = "#be185d";
                ctx.font = "italic 10px Inter, sans-serif";
                const t1x = triOx + 48 * Math.cos(-theta1 * 0.75);
                const t1y = triOy + 48 * Math.sin(-theta1 * 0.75);
                ctx.fillText("θ₁", t1x - 3, t1y + 3);
                ctx.beginPath();
                ctx.arc(triOx, triOy, 20, 0, -theta2, true);
                ctx.strokeStyle = "rgba(124, 58, 237, 0.6)";
                ctx.lineWidth = 2;
                ctx.stroke();
                // Label angle text θ2 (High contrast Purple-700, placed at r=28 and shifted down to prevent overlap)
                ctx.fillStyle = "#6d28d9";
                const t2x = triOx + 28 * Math.cos(-theta2 * 0.3);
                const t2y = triOy + 28 * Math.sin(-theta2 * 0.3);
                ctx.fillText("θ₂", t2x - 3, t2y + 3);
                ctx.restore();
                // B. Render Waveform Oscilloscope (Right Side)
                const scopeX = splitX + 20;
                const scopeY = height / 2 - 90;
                const scopeW = width - scopeX - 30;
                const scopeH = 180;
                ctx.save();
                // Draw oscilloscope screen background
                ctx.fillStyle = "#ffffff";
                ctx.strokeStyle = "rgba(0, 0, 0, 0.05)";
                ctx.lineWidth = 3;
                ctx.beginPath();
                ctx.rect(scopeX, scopeY, scopeW, scopeH);
                ctx.fill();
                ctx.stroke();
                // Center zero line
                ctx.strokeStyle = "rgba(0, 0, 0, 0.05)";
                ctx.lineWidth = 1;
                ctx.beginPath();
                ctx.moveTo(scopeX, scopeY + scopeH / 2);
                ctx.lineTo(scopeX + scopeW, scopeY + scopeH / 2);
                ctx.stroke();
                // Dynamic sine phase update
                state.wavePhase += 3.0 * dt; // speed of wave moving left
                // Plot Voltage wave (Blue), Current before correction (Pink), and Current after correction (Green)
                ctx.lineWidth = 2.5;
                // 1. Voltage wave (Reference - Blue)
                ctx.strokeStyle = "#0284c7";
                ctx.beginPath();
                for (let x = 0; x < scopeW; x++) {
                    const waveT = (x / scopeW) * Math.PI * 3.5; // fits 1.75 cycles
                    const vy = scopeY + scopeH / 2 + Math.sin(waveT - state.wavePhase) * (scopeH / 2.5);
                    if (x === 0) {
                        ctx.moveTo(scopeX + x, vy);
                    } else {
                        ctx.lineTo(scopeX + x, vy);
                    }
                }
                ctx.stroke();
                // Calculate dynamic amplitudes for current waves based on calculated amperes
                const ampScale1 = Math.min(scopeH / 2.2, (state.i1 / 200.0) * (scopeH / 5.0));
                const currentAmp1 = Math.max(10, Math.min(scopeH / 2.1, ampScale1));
                const ampScale2 = Math.min(scopeH / 2.2, (state.i2 / 200.0) * (scopeH / 5.0));
                const currentAmp2 = Math.max(10, Math.min(scopeH / 2.1, ampScale2));
                // 2. Current wave before correction (Pink - Lags by theta1)
                ctx.strokeStyle = "#db2777";
                ctx.beginPath();
                for (let x = 0; x < scopeW; x++) {
                    const waveT = (x / scopeW) * Math.PI * 3.5;
                    const cy = scopeY + scopeH / 2 + Math.sin(waveT - state.wavePhase - theta1) * currentAmp1;
                    if (x === 0) {
                        ctx.moveTo(scopeX + x, cy);
                    } else {
                        ctx.lineTo(scopeX + x, cy);
                    }
                }
                ctx.stroke();
                // 3. Current wave after correction (Green - Lags by theta2, smaller amplitude)
                ctx.strokeStyle = "#10b981";
                ctx.beginPath();
                for (let x = 0; x < scopeW; x++) {
                    const waveT = (x / scopeW) * Math.PI * 3.5;
                    const cy = scopeY + scopeH / 2 + Math.sin(waveT - state.wavePhase - theta2) * currentAmp2;
                    if (x === 0) {
                        ctx.moveTo(scopeX + x, cy);
                    } else {
                        ctx.lineTo(scopeX + x, cy);
                    }
                }
                ctx.stroke();
                // Oscilloscope labels (Outside scope box to prevent overlap)
                ctx.font = "bold 9.5px Inter, sans-serif";
                ctx.fillStyle = "#0284c7";
                ctx.fillText("● 전압 (V)", scopeX, scopeY - 10);
                const wV = ctx.measureText("● 전압 (V)").width + 12;
                ctx.fillStyle = "#db2777";
                ctx.fillText("● 개선 전 전류 (I₁)", scopeX + wV, scopeY - 10);
                const wI1 = wV + ctx.measureText("● 개선 전 전류 (I₁)").width + 12;
                ctx.fillStyle = "#10b981";
                ctx.fillText("● 개선 후 전류 (I₂)", scopeX + wI1, scopeY - 10);
                ctx.restore();
            }
            // Sync preset and run initial calculations
            loadPreset('motor');
            requestAnimationFrame(animate);
            // Right-click &#038; Keyboard shortcuts block
            document.addEventListener('contextmenu', function(e) {
                e.preventDefault();
                alert("이 콘텐츠는 저작권법의 보호를 받습니다. 무단 복제 및 우클릭을 금지합니다.");
                return false;
            }, { capture: true });
            document.addEventListener('selectstart', function(e) {
                e.preventDefault();
                return false;
            }, { capture: true });
            document.addEventListener('keydown', function(e) {
                if (e.key === 'F12') {
                    e.preventDefault();
                    alert("이 콘텐츠는 저작권법의 보호를 받습니다. 무단 복제 및 우클릭을 금지합니다.");
                    return false;
                }
                if (e.ctrlKey) {
                    if (e.key === 'u' || e.key === 'c' || e.key === 's' || e.key === 'U' || e.key === 'C' || e.key === 'S') {
                        e.preventDefault();
                        alert("이 콘텐츠는 저작권법의 보호를 받습니다. 무단 복제 및 우클릭을 금지합니다.");
                        return false;
                    }
                    if (e.shiftKey) {
                        if (['i','I','j','J','c','C'].includes(e.key)) {
                            e.preventDefault();
                            alert("이 콘텐츠는 저작권법의 보호를 받습니다. 무단 복제 및 우클릭을 금지합니다.");
                            return false;
                        }
                    }
                }
            }, { capture: true });
        }
        let initAttempts = 0;
        function tryInit() {
            initAttempts++;
            initSimulator();
            if (!window.__pf_initialized) {
                if (initAttempts < 50) {
                    setTimeout(tryInit, 100);
                }
            }
        }
        if (document.readyState === 'complete' || document.readyState === 'interactive') {
            tryInit();
        } else {
            document.addEventListener('DOMContentLoaded', tryInit);
            window.addEventListener('load', tryInit);
        }
        })();
</script>


<div style="background: linear-gradient(135deg, rgba(0,242,254,0.03), rgba(138,43,226,0.03)); border: 1px solid rgba(0,242,254,0.15); border-radius: 12px; padding: 18px 24px; margin: 25px auto 35px auto; font-size: 0.95em; color: #4b5563; line-height: 1.7; font-family: sans-serif;">
    <strong style="color: #1f2937; font-size: 1.05em; display: flex; align-items: center; gap: 8px;">
        <span style="font-size: 1.2em;"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /></span> 간편 사용 설명서
    </strong>
    <ol style="margin: 10px 0 0 0; padding-left: 20px;">
        <li style="margin-bottom: 6px;"><strong>부하 유효 전력(kW) 입력: 회로에서 실질적으로 일을 수행하는 유효 전력(10kW ~ 500kW)을 설정합니다.</strong></li>
<li style="margin-bottom: 6px;">기존 역률(PF1) 입력: 유도성 부하(모터 등)에 의해 저하된 현재의 역률 수치(0.50 ~ 0.98)를 입력합니다.</li>
<li style="margin-bottom: 6px;">목표 역률(PF2) 입력: 전력 요금 절감 및 변압기 마진 확보를 위한 목표 개선 역률(0.80 ~ 1.00)을 설정합니다.</li>
<li style="margin-bottom: 6px;">실시간 위상 정렬 및 벡터 모니터링: 정전용량(μF)이 투입되면서 무효전력(kVAR) 벡터가 수축하는 벡터 삼각도와 전압-전류 위상 정현파의 실시간 일치(정렬) 과정을 확인합니다.</li>
    </ol>
</div>


<details class="premium-seo-accordion" style="border: 1px solid rgba(0,0,0,0.08); border-radius: 12px; background: #fbfbfc; padding: 0; margin: 30px auto; box-shadow: 0 4px 6px -1px rgba(0,0,0,0.01); font-family: sans-serif;">
    <summary style="display: flex; justify-content: space-between; align-items: center; padding: 20px 24px; font-size: 1.1em; font-weight: 700; color: #1f2937; cursor: pointer; user-select: none; outline: none; list-style: none;">
        <span><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4da.png" alt="📚" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 상세 전력공학 역률 개선 원리 및 수식 해설 확인하기</span>
        <span class="accordion-arrow" style="font-size: 0.9em; color: #9ca3af; transition: transform 0.2s ease;">▼</span>
    </summary>
    <div style="padding: 0 24px 24px 24px; border-top: 1px solid rgba(0,0,0,0.04); background: #ffffff; border-radius: 0 0 12px 12px; font-size: 0.98em; color: #374151; line-height: 1.8;">
        <div style="margin-top: 20px;">
            <h3>1. 역률(Power Factor)의 물리적 정의와 전력 효율적 가치</h3>
<p>교류(AC) 전력 계통에서 <strong>역률(Power Factor, PF)</strong>은 피상 전력(전원공학적으로 공급된 총 전력)에 대한 유효 전력(실제 기계적 일로 변환된 전력)의 임의 비율입니다.</p><ul><li><strong>유효 전력 (Active Power, P):</strong> 저항 부하에서 실제 소비되어 온열이나 동력으로 전환되는 전력(단위: kW)입니다.</li><li><strong>무효 전력 (Reactive Power, Q):</strong> 모터나 변압기 내부 코일에 전기 자기장을 형성하기 위해 에너지를 일시적으로 저장했다가 다시 계통으로 되돌려보내는 전력(단위: kVAR)입니다. 계통에 불필요한 무효 전류를 유발합니다.</li><li><strong>피상 전력 (Apparent Power, S):</strong> 송배전설비가 실제로 견뎌야 하는 가상의 총 전력합(단위: kVA)입니다. 역률이 낮을수록 동일 유효전력을 공급하기 위해 더 큰 전류와 큰 변압기 용량이 필요합니다.</li></ul>
<h3>2. 역률 개선용 전력 콘덴서 용량(Qc) 계산 공식 유도</h3>
<p>부하의 역률을 <code>PF1</code>에서 <code>PF2</code>로 개선하기 위해 병렬로 연결해야 하는 콘덴서(Capacitor Bank) 용량 계산식은 다음과 같이 위상 기하학 관계식으로부터 유도됩니다.</p><p><strong>① 역률각(&theta;) 변환 공식:</strong></p><p style="text-align: center; font-weight: bold; background: #f3f4f6; padding: 12px; border-radius: 8px;">&theta;_1 = acos(PF_1) &nbsp;&nbsp;&nbsp;|&nbsp;&nbsp;&nbsp; &theta;_2 = acos(PF_2)</p><p><strong>② 기존 및 목표 무효전력 차이:</strong> 유효전력 <code>P</code>가 일정할 때, 무효전력은 <code>Q = P &times; tan(&theta;)</code>이므로 단량 차이는 다음과 같습니다.</p><p style="text-align: center; font-weight: bold; background: #e0f2fe; padding: 16px; border-radius: 8px; font-size: 1.05em; color: #0369a1;">Q_c = Q_1 - Q_2 = P &times; (tan&theta;_1 - tan&theta;_2) &nbsp;[kVAR]</p><p><strong>③ 3상 델타 결선 콘덴서 정전용량(C) 변환:</strong> 주파수 <code>f</code>와 계통 전압 <code>V</code>가 주어질 때 1상당 필요한 정전 용량 마이크로패럿(<code>&mu;F</code>) 수식입니다.</p><p style="text-align: center; font-weight: bold; background: #f3f4f6; padding: 12px; border-radius: 8px;">C_phase = (Q_c &times; 10^9) / (3 &times; 2 &pi; f &times; V^2) &nbsp;[&mu;F]</p>
<h3>3. 역률 개선의 경제적 혜택과 전선 손실 경감</h3>
<p>역률을 90% 이상(통상 95%)으로 개선하면 전력 소모의 낭비를 방지하여 전기 요금 누진 감면 혜택을 얻을 수 있습니다. 또한 계통 내 전류가 감소하므로 송전선에서 발생하는 줄열 손실(I²R)이 감소합니다.</p><p style="text-align: center; font-weight: bold; background: #fee2e2; padding: 12px; border-radius: 8px; color: #991b1b;">절감되는 선선로 전류율 (%) = (1 - PF_1 / PF_2) &times; 100</p><p>이로 인해 변압기의 여유 용량(Margin Capacity)이 늘어나 부하의 과부하 안전율이 대폭 증대되며 추가적인 기계 증설 시 별도의 수전설비 개축 없이 기계를 운용할 수 있어 산업용 배전 설계에서 필수적으로 검토됩니다.</p>
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