Field Book Calc Ratz-Nitzav ITM Transform שם עבודה
Ready

Control Points — נקודות בקרה

Enter known vertices in Old Israel Grid (Cassini-Soldner). These form the framework for all offset calculations.

ℹ️
CSV format: Point_ID, East_Old, North_Old — any delimiter. Download a template to get started.
📌 Known Points
0 points
Point ID
East Old (m)
North Old (m)
East ITM (m)
North ITM (m)

Baseline Definition — קו בסיס

Select a start and end control point to define the baseline from which all offset measurements are taken.

🔵 Select Baseline Points
Start Point (P₁)
End Point (P₂)
📖 Registered Distance Dreg (m) — optional
 
Length D (m)
Azimuth (°)
Azimuth DMS
Bearing (grad)
ΔEast (m)
ΔNorth (m)
Ratz-Nitzav Formula:
Ep = E₁ + (L/D)·(E₂−E₁) + (O/D)·(N₂−N₁)
Np = N₁ + (L/D)·(N₂−N₁) − (O/D)·(E₂−E₁)
Where D = baseline length · L = running distance · O = offset (+right, −left)

Offset Calculation — חישוב רץ-ניצב

Enter running distance L and offset O for each boundary point. Active baseline shown below.

📏No baseline set — go to Baseline tab first.
📐 Add Boundary Point
Units:
Point ID
Running Distance L (m)
Offset O (+R / −L)
Height Z (opt.)
 
📋 Boundary Points
0 points
# Point ID L O Unit East Old (m) North Old (m) East ITM (m) North ITM (m) Δ (m) Baseline
No boundary points yet — define a baseline and add offset points above

Frontage Adjustment — תיאום חזיתות

Compare registered distances from field books with calculated distances. Apply proportional correction within legal tolerance.

⚠️Need at least 2 boundary points (Offset Calc tab) before frontage adjustment.

Affine Transformation — טרנספורמציה אפינית

Enter the New Grid (ITM) coordinates of your control points. The software computes a 6-parameter affine transformation and applies it to all boundary points.

ℹ️
How it works: Enter known E/N coordinates in the New Net (ITM) for each control point. With ≥2 points an affine transformation is solved (6 parameters: scale, rotation, shear, translation in X and Y). With ≥3 points the system is overdetermined and a least-squares fit is applied, reporting residuals per point.
📌 Control Points — New Net Coordinates (ITM)
0 points
Point ID
East Old (m)
North Old (m)
East New (ITM)
North New (ITM)

Enter ITM coordinates in the green columns. Old Grid values are read-only (from Control Points step).

⚙️ Transformation Parameters
Method

Map View — מפה

Coordinate map with optional aerial/topo background (ITM only).

DISPLAY:
SYSTEM:
🟢 Control Points (Known) 🔴 Boundary Points (Calculated) 🔵 Baseline 🟠 Boundary Polygon 🟣 Offset Lines (Ratz-Nitzav)
0
Boundary Points
0
Control Points
0
Adjusted Points
0.0000
Max Δ (m)

Export — יצוא נתונים

Download results in multiple formats for use in CAD, GIS, or field records.

⚠️No boundary points to export — calculate offset points first.

Calculation Log

ℹ️No log entries yet.

Settings — הגדרות

🗺️ Helmert Transform (Old Israel Grid → ITM)
ΔX (m)
ΔY (m)
ΔZ (m)
Scale (k)
Rz (arc-sec)
ℹ️Default parameters from the Israeli Survey of Land Office. Changes apply immediately to all computed coordinates.
📏 Legal Tolerances (תקנות המדידה)
Frontage Tolerance (m)
Closure Tolerance (m)
Display Precision (dp)

Help & Math Reference

📐 Ratz-Nitzav (Right-Angle Offset)

The Offset Method calculates a new point P from a known baseline (P₁→P₂) using a running distance L along the baseline and a perpendicular offset O.

Ep = E₁ + (L/D)·(E₂−E₁) + (O/D)·(N₂−N₁)
Np = N₁ + (L/D)·(N₂−N₁) − (O/D)·(E₂−E₁)

D = √((E₂−E₁)²+(N₂−N₁)²) — baseline length
L = running distance along baseline
O = offset distance (+positive = right, −negative = left)
📏 Unit Conversions
1 Link = 0.201168 m  (Gunter's chain)
1 Cubit (אמה)0.555 m
100 Links = 1 chain = 20.1168 m
🌐 Coordinate Systems
Old Israel Grid: Cassini-Soldner projection, Clarke 1880 ellipsoid
ITM (New Grid): Israeli Transverse Mercator, GRS80/WGS84
Transform: Helmert 7-parameter (planar approximation — operational standard)
Default params: dX=−134.758, dY=−802.112, dZ=−45.922
⚖️ Legal Tolerances — תקנות המדידה הישראליות
Frontage adjustment: ±0.10 m (default, configurable in Settings)
Polygon closure: ±0.05 m (default, configurable in Settings)
Corrections exceeding tolerance require field re-measurement.