Glide Slope
A glide slope is the defined descent path for aircraft final approach, provided by electronic or visual aids like ILS, LPV, VASI, or PAPI. It ensures safe, stab...
The glide slope angle, commonly set at 3 degrees, defines the optimal descent path for aircraft during approach and landing, supporting safe obstacle clearance and stabilized landings in both instrument and visual conditions.
The glide slope angle is the vertical angle between the runway’s horizontal plane and the intended approach path of an aircraft during landing. Most commonly set at 3 degrees, this angle is foundational in both precision and non-precision approaches, ensuring safe obstacle clearance, stabilized approach profiles, and optimal runway threshold crossing—typically around 50 feet above ground level.
Glide slope angle is at the heart of approach system design and operation. It is referenced in precision systems like the Instrument Landing System (ILS), satellite-guided approaches like Localizer Performance with Vertical guidance (LPV), and visual aids such as the Precision Approach Path Indicator (PAPI) and Visual Approach Slope Indicator (VASI). Regulatory bodies, including ICAO and FAA, standardize this angle for safety, uniformity, and global interoperability.
Pilots use the glide slope angle during approach to control descent, configure the aircraft, and ensure a stabilized landing. The angle dictates descent rates, approach briefings, and cross-checks, making it central to pilot training, approach chart design, and airline standard operating procedures.
The glide slope angle serves as the reference for electronic and visual guidance systems:
ICAO standards specify tolerances and installation requirements to ensure signal integrity, angular width, and avoidance of false signals. For example, ILS glide slope usable width is typically 1.4 degrees above and 0.4 degrees below the nominal path.
| Groundspeed (kt) | Required Descent Rate (fpm) |
|---|---|
| 90 | 450 |
| 120 | 600 |
| 150 | 750 |
Formula:
Descent Rate (fpm) = Groundspeed (kt) × 5
| Distance from Threshold (NM) | Altitude Above Threshold (ft) |
|---|---|
| 5 | 1,500 |
| 3 | 900 |
| 1 | 300 |
A 3-degree glide slope provides a manageable descent rate, sufficient time for configuration, and consistent obstacle clearance.
| System | Guidance Type | Source | Typical Angle | Precision Status | Notes |
|---|---|---|---|---|---|
| ILS | Lateral & Vertical | Ground (UHF/VHF) | 3° | ICAO Precision | Gold standard for CAT I/II/III |
| LPV | Lateral & Vertical | Satellite/SBAS | 3° | Not ICAO Precision | Mimics ILS, APV approach |
| VGSI | Vertical only | Visual/Lighting | 3° | Not ICAO Precision | May differ locally |
| GLS, PAR | Lateral & Vertical | Ground/Satellite | 3° | ICAO/Custom | Used in specific regions/airports |
A stabilized approach means the aircraft is at the correct speed, configuration, descent rate, and on the correct glide path by a specified minimum altitude—typically 1,000 feet AGL for instrument and 500 feet AGL for visual approaches. This reduces risk and is mandated by ICAO, FAA, and EASA.
Checklist for a stabilized approach:
ILS Approach to Runway 27 with PAPI: A pilot prepares for an ILS approach to Runway 27. The approach chart confirms a 3-degree glide slope and a 50-foot threshold crossing height. The localizer is intercepted, and the glide slope is captured from below at the published altitude. The pilot maintains a 600 fpm descent at 120 knots, cross-checks ILS indications with PAPI (two red/two white lights), and crosses the threshold at 50 feet AGL, ensuring a safe and stabilized landing within the aiming zone.
The 3-degree glide slope angle is a global standard that balances safety, obstacle clearance, and operational efficiency. Mastery involves understanding descent calculations, approach cross-checks, error recognition, and regulatory requirements. Always reference current charts, aircraft limitations, and err on the side of safety.
This glossary entry serves as a technical and operational reference for pilots, instructors, and aviation professionals seeking in-depth understanding of the glide slope angle’s role in safe, consistent approach and landing operations.
A 3-degree glide slope provides optimal obstacle clearance, manageable descent rates for most aircraft, and ensures a stable, predictable approach path. It is widely adopted by regulatory authorities like ICAO, FAA, and EASA for both safety and operational efficiency.
Pilots use electronic guidance from systems like ILS or LPV, or visual aids such as PAPI/VASI, to align with the published glide slope angle. They adjust pitch and power to maintain the path, using cockpit indications and cross-referencing approach charts and visual cues.
Capturing a false glide slope, typically by intercepting from above, can lead to dangerously steep approaches. To prevent this, procedures require intercepting the glide slope from below at the published altitude and promptly executing a missed approach if any anomalies are detected.
Yes, some airports, due to terrain, obstacles, or environmental constraints, use non-standard glide slope angles—either steeper (e.g., London City at 5.5 degrees) or shallower. These require special procedures, aircraft certification, and pilot training.
A quick rule is: Descent Rate (fpm) = Groundspeed (kt) × 5. For example, at 120 knots, descend at 600 fpm to stay on a 3-degree glide slope.
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