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Limit State Design Of Steel Structures By Sk Duggal Pdf Apr 2026

Adjust playback speed for any video. Video speed controller for your videos

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What is Super Video Speed Controller

Super Video Speed Controller allows to increase or decrease playback speed on any web site.

Features: 🎥 Work almost everywhere
🎥 You can adjust using presets or set a custom speed as a percentage
🎥 Use shortcuts

Quick Start: Find the “Super Video Speed Controller” icon by opening the menu under the “puzzle” icon on the toolbar.

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How to use Super Video Speed Controller

  1. 1

    Install Super Video Speed controller

    Download and install the extension from the Google Chrome Webstore or Edge Add-ons marketplace

  2. 2

    Open the extension's popup

    Steps:

    • Find the Puzzle button on the browser toolbar.
    • Find the “Super Video Speed Controller” item in the menu.
    • Open a pop-up window.

  3. 3

    Start playing the video

    Open the video in the active tab. Start playback.

  4. 4

    Adjust playback speed

    Adjust using the extension’s popup:

    • User Settings
    • Specify exact speed as a percentage
    • Use keyboard shortcuts

Features of Super Video Speed Controller

Total app rating 4.0/5

Trusted by 3,000,000+ users worldwide

Supported platforms

Super Video Speed Controller for Chrome

Super Video Speed Controller for Chrome is available in Chrome Web Store

Super Video Speed Controller for Edge

Super Video Speed Controller for Edge is available in the Edge Add-ons marketplace.

Limit State Design Of Steel Structures By Sk Duggal Pdf Apr 2026

| Step | Calculation | Result | |------|-------------|--------| | 1. Factored load | ( w_d = 1.5 \times 20 = 30 \text kN/m ) ( P_d = 1.5 \times 30 = 45 \text kN ) | — | | 2. Maximum moment | ( M_d = \fracw_d L^28 + \fracP_d L4 = \frac30 \times 6^28 + \frac45 \times 64 = 135 + 67.5 = 202.5 \text kN·m ) | — | | 3. Choose section | IS 2062 I‑250 (Ag= 12 900 mm², Iz= 2.5 × 10⁶ mm⁴) | — | | 4. Plastic moment | ( M_p = 0.66 f_y A_g Z = 0.66 \times 250 \times 12 900 \times 0.9 \approx 1 920 \text kN·m ) | (compact) | | 5. Design strength | ( \phi M_n = 0.9 \times M_p = 1 728 \text kN·m ) | — | | 6. ULS check | ( M_d = 202.5 \text kN·m \le 1 728 \text kN·m ) | | | 7. Deflection (SLS) | ( \Delta = \frac5 w L^4384 E I = \frac5 \times 20 \times 6^4384 \times 200 000 \times 2.5 × 10^6 \approx 7.5 \text mm ) | Limit L/250 = 24 mm → OK |