MODE:
geology · formation tops

Formation Top Projection (Ahead of Bit)

Projected Depth = Reference Top Depth + Horizontal Distance × tan(True Dip)
click formula to derive ↑
Inputs
ft
ft
°
Description
Projects a target formation top's expected depth ahead of the bit (or ahead of any other reference point) using a known reference depth, the horizontal distance to the projection point, and the target's true dip — the standard 'dead-reckoning' constant-dip projection technique used in real-time geosteering to anticipate where a formation top should be encountered before it is actually seen. Distinct from formation_top_subsea_depth, which converts an already-encountered pick's depth to a common datum rather than predicting a depth ahead of one.
Variables
Variable symbols, units, and descriptions for this calculation
SymbolUnitDescription
zprojftProjected Formation Top Depth
zrefftThe depth of the target formation top at a known reference point — typically an offset well, a pilot hole, or the last confirmed real-time log correlation while drilling.
DftThe horizontal distance from the reference point to the projection point, measured along the dip direction. Positive values project down-dip (deeper); negative values project up-dip (shallower).
δ°The true dip magnitude of the target formation, established from offset well control, seismic interpretation, or a prior three-point/structure-gradient solution.
Assumptions
  • The target formation maintains a constant true dip and strike between the reference point and the projection point — no fold, fault, or dip reversal in between.
  • Horizontal distance is measured specifically along the dip direction; if the actual path of interest runs obliquely to dip direction, the apparent (not true) dip along that specific direction should be used instead (see apparent_dip_true_dip).
  • The sign convention (positive = down-dip/deeper, negative = up-dip/shallower) has been applied consistently with how the reference depth and dip were established.
Limitations
  • This is a straight-line, constant-dip extrapolation — it provides no warning of an upcoming fold, fault, or dip change, and its reliability degrades the further the projection point is from the reference control point, exactly the reason real-time geosteering continuously re-anchors this projection against fresh log/drilling data rather than relying on a single static projection over a full lateral.
  • The underlying formula is corroborated by general geosteering industry literature and practice (constant-dip 'dead reckoning' projection is a standard, widely described technique), but the specific source directly page-accessed this session for the formula's exact algebraic form was Danny T. Williams' U.S. Patent 8,960,326 B2 ('Formation Dip Geo-Steering Method') — patent literature, not a peer-reviewed textbook or journal source. No primary/textbook geoscience publication stating this exact projection formula was directly page-accessed this session despite searching; treat this citation as patent-corroborated only, a real citation-integrity gap consistent with (not softened relative to) the disclosed-gap treatment already applied to tvt_tst_correction, fault_throw_heave_separation, and the geochemistry/maturity batch in this discipline.
  • Reports a single projected depth at a single projection distance — does not itself track a continuously updating projection along an entire lateral the way real-time geosteering software does.
Use Cases
  • Pre-drill landing point planning: Estimate where a target formation top should be encountered at a planned landing point, using dip and depth control from an offset well or pilot hole.
  • Real-time geosteering sanity check: Cross-check a geosteering interpretation's implied dip against a simple dead-reckoning projection from the last confirmed correlation point, as a quick manual sanity check alongside dedicated geosteering software.
Related Calculations
Region Notes
Global
This constant-dip projection is most reliable in structurally simple, gently-dipping settings (typical of many US onshore unconventional plays); in structurally complex areas (fold-and-thrust belts, salt-influenced basins) treat any single-point projection as a rough guide only and re-anchor frequently against fresh control.
References
Primary source
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