Intersecting measurements
Satellites in different directions constrain the solution.
A GNSS receiver estimates distances to satellites from signal travel time. Each range restricts where the receiver can be. The position emerges from solving these measurements together with the receiver clock offset.
Imagine the usable satellites are spread north, south, east, west and overhead. An error in one range has limited room to move the common intersection. If the same number sit in a narrow patch of sky, similar range errors can move that intersection much farther in an inadequately constrained direction.
This is why a satellite count is incomplete. Ten usable signals spread well can support a stronger geometry than a larger set grouped behind the same opening between buildings or slopes. Signal quality and measurement error still matter, so good spread is not a complete accuracy guarantee either.
The local horizon
Terrain and structures remove useful directions.
A steep valley can hide satellites behind both ridgelines while leaving a clear strip directly overhead. A building edge can remove one half of the sky. Dense foliage attenuates signals unevenly, and a rock face may both block direct signals and reflect others. The receiver sees a radio horizon shaped by its immediate surroundings, not the open horizon on a regional weather forecast.
Placement contributes too. A device held close to the body, buried under dense equipment or mounted beside obstructing material can lose signal strength in particular directions. Antenna layout differs between devices, so there is no universal best orientation beyond following the manufacturer's guidance and giving the device reasonable exposure.
Multi-constellation reception can add candidates from other systems, but it cannot use a satellite whose signal does not reach the antenna cleanly enough.
A geometry multiplier
DOP describes how geometry amplifies measurement error.
Dilution of precision, or DOP, is a family of values calculated from receiver-to-satellite geometry. Position DOP concerns three-dimensional position. Horizontal and vertical DOP separate the plan and height components. Lower values represent a geometry that magnifies the assumed measurement error less.
DOP is not an error distance on its own. It is a scale factor within an accuracy model. Clean measurements with weak geometry can still produce a broad solution, while excellent geometry cannot cancel a reflected or badly biased measurement. The value also changes as satellites move or the receiver loses and reacquires signals.
Consumer navigation apps may not expose DOP. Their accuracy circle can incorporate a provider's broader uncertainty estimate instead. Do not convert that circle back into a DOP value without the underlying measurement model.
A field diagnosis
Ask which parts of the sky the route removes.
- Observe
Look beyond overhead clearance.
A narrow open strip can still leave satellites crowded into poor geometry.
- Expose
Give the receiver a clearer local horizon.
A small move away from a wall or rock face may restore a missing direction.
- Wait
Let the reported uncertainty respond.
A new view needs time for acquisition and a fresh solution.
- Compare
Use route and map evidence separately.
An accuracy estimate does not prove which side of a path the true position occupies.
If the position worsens at the same kind of obstruction on repeated outings, the landscape offers a plausible explanation. It still does not identify geometry, blockage or multipath as the sole cause without receiver diagnostics.
Sources & scope
What this answer is based on.
- GPS.gov: geometry, blockage and receiver accuracy
- ESA Navipedia: an intuitive approach to GNSS positioning
- ESA Navipedia: dilution of precision
The sources establish the geometry and obstruction principles. A phone's displayed accuracy may also include provider and software assumptions not exposed to the user.