📏 E6B TSD · Rule of 60 · Multi-Leg Planning

Time Speed Distance Calculator: E6B Flight Planning for US Pilots

The most complete free aviation TSD calculator for US pilots and student aviators. Three solve modes: find ETE, find distance, or find groundspeed. Multi-leg flight planning with per-leg times, total ETE, and ETA from departure time. Shows the Rule of 60 shortcut alongside exact results. Bar chart of leg times. PDF nav log export.

Find ETE, Distance, or Groundspeed Multi-Leg Flight Plan ETA from Departure Time Rule of 60 Shown Bar Chart of Legs PDF Nav Log

Single Calculation: Solve for One Variable

nm
Leave blank if solving for distance.
kts
Use groundspeed (not TAS). Leave blank if solving for GS.
h:mm
Enter as h:mm (1:30), decimal hours (1.5), or minutes (90). Leave blank if solving for time.
local / Z
Enter as HH:MM. Result shows ETA at destination.

Multi-Leg Flight Plan

Enter distance and groundspeed for each leg. Click Calculate to see per-leg ETE and totals.
Distance (nm) GS (kts) Leg ETE

How US Pilots Use TSD and the E6B Rule of 60 in Flight Planning

A Piper Archer is at cruise, 45 minutes into a flight from Frederick Municipal (KFDK) to Cape May Airport (KWWD) in New Jersey. The pilot has covered 90 nautical miles. The destination is another 110 nm ahead. She thinks: I covered 90 nm in 45 minutes. That is 2 nm per minute. At that rate, the remaining 110 nm will take 55 minutes. Total flight time: 100 minutes. ETA from wheels-up at 11:15Z: 12:55Z. That mental calculation took about four seconds. She used the Rule of 60.

The Rule of 60 is the mathematical backbone of E6B flight planning. It states that at any groundspeed, the minutes per nautical mile equals 60 divided by the groundspeed. At 120 knots, you cover 2 nm per minute (60 divided by 120 gives 0.5 min/nm, but 120 divided by 60 gives 2 nm/min). The formula for elapsed time in minutes is: Distance times 60 divided by groundspeed. For 110 nm at 120 knots: 110 times 60 divided by 120 equals 55 minutes. Exact. No calculator needed once you have the groundspeed and distance.

The three TSD formulas: (1) Time (hours) = Distance (nm) divided by Groundspeed (kts). (2) Distance (nm) = Groundspeed (kts) times Time (hours). (3) Groundspeed (kts) = Distance (nm) divided by Time (hours). The Rule of 60 shortcut for time in minutes: Distance times 60 divided by Groundspeed.

Why Groundspeed, Not Airspeed

The single most important variable in all three formulas is groundspeed, not true airspeed (TAS). Airspeed tells you how fast you move through the air. Groundspeed tells you how fast you move across the ground, which is what determines when you arrive and how much fuel you burn en route. A 130-knot TAS aircraft flying into a 30-knot headwind has a groundspeed of 100 knots. That is the number you divide into distance to find ETE. Flight plan for 130 knots and you will arrive late and fuel-short every time.

How This Time Speed Distance Calculator Works: Three Solve Modes and Multi-Leg

This calculator provides two distinct tools in one page: a single-variable solver for quick one-number lookups, and a multi-leg planner for full cross-country routes.

Single Variable Solver

Select your mode (Find ETE, Find Distance, or Find Groundspeed), enter the two known values, and the calculator applies the appropriate TSD formula. The time input accepts three formats to match however pilots think about time: h:mm format (1:30 for one hour thirty), decimal hours (1.5 for ninety minutes), or total minutes (90). The optional departure time field adds ETA computation to any single-variable solve. The Rule of 60 result is always shown alongside the precise decimal answer.

Multi-Leg Flight Planner

The multi-leg section handles complete cross-country routes. Enter distance and planned groundspeed for each leg, which can differ (because winds and altitudes vary), and the calculator computes individual leg ETEs plus totals. Add your planned departure time and you get the total ETA at the end of all legs. A bar chart shows the time breakdown by leg, helping you see which legs are long versus short and whether a fuel stop timing makes sense.

The Rule of 60: The Mental Math Foundation Behind Every E6B TSD Problem

The Rule of 60 is one of the most used mental math shortcuts in aviation. Unlike some rules of thumb that are approximations, the Rule of 60 is exact: it follows directly from the definition of speed (distance divided by time) combined with the fact that there are exactly 60 minutes in an hour.

Time in Minutes from Distance and Groundspeed

Time (min) = Distance (nm) × 60 ÷ Groundspeed (kts)

Example: 75 nm at 90 knots = 75 × 60 ÷ 90 = 50 minutes. The Rule of 60 works because speed in knots is nm per hour (per 60 minutes). Dividing by speed and multiplying by 60 cancels the per-hour to give per-minute, then multiplying by distance gives total minutes.

Distance from Groundspeed and Time

Distance (nm) = Groundspeed (kts) × Time (min) ÷ 60

Example: At 120 knots for 25 minutes = 120 × 25 ÷ 60 = 50 nm. This is the form pilots use in flight when checking actual groundspeed against planned: if you passed checkpoint A at a known position and now 12 minutes have elapsed, how far are you? At 110 knots: 110 × 12 ÷ 60 = 22 nm from checkpoint A.

Groundspeed from Distance and Time

Groundspeed (kts) = Distance (nm) × 60 ÷ Time (min)

Example: You covered 18 nm in 9 minutes. Groundspeed = 18 × 60 ÷ 9 = 120 knots. This is particularly useful for computing actual groundspeed in flight by timing between known fixes, then updating your ETA accordingly.

FAA knowledge test application: FAA private pilot written exam TSD questions frequently use the Rule of 60 format. Practice these three formulas until you can apply them in your head without a calculator, then use the E6B or this calculator to verify. The FAA allows an E6B or calculator on the knowledge test.

Three Real Flight Planning TSD Scenarios from US Cross-Country Flights

Scenario 1: Private Pilot XC, KRAL to KSBA (Riverside to Santa Barbara, CA, 100 nm)

Student pilot planning first solo cross-country. C172 at 75% power, TAS 122 kts. Winds aloft at 5,500 ft: 270/15, planned course 290 degrees, giving approximately 5-knot headwind component. Planned GS: 117 kts.

VariableCalculationResult
ETE100 nm ÷ 117 kts0.854 hrs = 51 min
Rule of 60 check100 × 60 ÷ 11751.3 min (matches)
Departure time09:30 local (16:30Z)
ETA09:30 + 51 min10:21 local
Fuel burn check51 min × 8.5 GPH ÷ 607.2 gal trip fuel

Scenario 2: Instrument Approach Planning, Actual GS vs Planned (KORD Arrival)

IFR pilot on STAR into KORD, Chicago. ATC gives groundspeed check opportunity: between two DME fixes 22 nm apart, elapsed time 11 minutes. What is actual groundspeed and when do you arrive at MODDE fix 45 nm ahead?

VariableCalculationResult
Actual GS (solve for speed)22 nm × 60 ÷ 11 min120 kts actual GS
Was planningPlan called for 140 kts GS20 kts slower than planned
ETE to MODDE45 nm ÷ 120 kts22.5 min
Fuel burn impactExtra 2 min at 14 GPH0.47 gal extra burn

Scenario 3: Multi-Leg Trip, KSEA to KLAX with Stop at KSMF (3 Legs)

A Beechcraft Bonanza pilot plans KSEA (Seattle) to KLAX (Los Angeles) via KSMF (Sacramento) fuel stop. Varying winds give different groundspeeds per leg.

LegDistanceGSETENotes
KSEA to KSMF468 nm158 kts2h 58mTailwind component southbound
KSMF fuel stop+45 minFuel, rest, walk-around
KSMF to KLAX373 nm142 kts2h 38mHeadwind component increases
Total flight time841 nmavg 151 kts5h 36m + 45m stopBlock time approx 6h 21m

Expert Tips for Time Speed Distance and ETA Planning at US Airports

Always Use Forecast Groundspeed, Not TAS

Every TSD calculation lives or dies on the groundspeed input. Enter TAS instead of groundspeed and your ETE is wrong by the full wind correction. For a 2-hour flight with a 20-knot headwind on a 120-knot TAS aircraft, using TAS (120) instead of GS (100) produces an ETE of 2 hours flat instead of the correct 2 hours 24 minutes. That 24-minute error translates directly to a fuel shortage and missed arrival slot. Always compute groundspeed from TAS and the wind forecast, using the crosswind component calculator or your EFB’s wind correction function.

Update Your ETA Every 15 to 20 Minutes in Flight

Flight plan groundspeed is a forecast based on winds aloft. Actual winds often differ from the forecast, especially in the western US over mountainous terrain. A trained habit is to time between checkpoints every 15 to 20 minutes, compute actual groundspeed using distance times 60 divided by elapsed minutes, and update your ETA accordingly. An early arrival is a minor inconvenience. A late arrival that undershoots your fuel reserve is an emergency. Track the trend: if groundspeed is consistently lower than planned, divert for fuel earlier rather than pressing on.

Build a Personal Navlog Even for Short VFR Flights

Many VFR pilots skip the navlog for familiar routes or short hops. The problem is that you cannot update what you have not written down. A minimal navlog for a 45-minute flight only takes 3 minutes to complete and gives you distance, planned GS, planned ETE, planned ETA, and fuel at destination. If something unexpected happens (a pop-up TFR, an ATC reroute, unexpected headwinds), you have numbers to work with instead of relying on memory.

Quick Reference: ETE at Common Groundspeeds and Distances for US GA Pilots

Values computed from Distance × 60 ÷ Groundspeed (Rule of 60). Times shown as h:mm. Source: Standard aviation TSD formula per FAA Pilot’s Handbook of Aeronautical Knowledge, Chapter 16 (FAA.gov).

Distance (nm) At 90 kts At 110 kts At 130 kts At 150 kts At 180 kts
50 nm0:330:270:230:200:17
100 nm1:070:550:460:400:33
150 nm1:401:221:091:000:50
200 nm2:131:491:321:201:07
250 nm2:472:161:551:401:23
300 nm3:202:442:182:001:40
400 nm4:273:383:052:402:13
500 nm5:334:333:513:202:47
Reference1 nm/40s1 nm/33s1 nm/28s1 nm/24s1 nm/20s

16 FAQs About Time Speed Distance, E6B, and FAA Knowledge Test Prep

How do you calculate time in aviation using speed and distance?▼
Time (hours) equals distance (nm) divided by groundspeed (kts). To get minutes, multiply by 60 or use the Rule of 60 directly: time (min) equals distance times 60 divided by groundspeed. Example: 150 nm at 120 kts equals 150 divided by 120 equals 1.25 hours, or 75 minutes. The Rule of 60 shortcut: 150 times 60 divided by 120 equals 75 minutes. Both give the same result.
What is the Rule of 60 in aviation?▼
The Rule of 60 states that at any groundspeed, time in minutes equals distance times 60 divided by groundspeed. It follows from the definition of speed: since speed is in nm per hour (per 60 minutes), multiplying by 60 and dividing by speed converts hours to minutes. At 120 kts, each nautical mile takes 0.5 minutes (60 divided by 120). To cover 80 nm: 80 times 0.5 equals 40 minutes, or equivalently 80 times 60 divided by 120 equals 40 minutes.
What is ETE in aviation?▼
ETE stands for Estimated Time En Route, the predicted flight time from departure to arrival. ETE equals route distance in nautical miles divided by planned groundspeed in knots, expressed in hours and minutes. It is used to compute fuel requirements, estimated arrival time, and fuel state at destination. ETE appears on flight plans, nav logs, and EFB displays. Block time (chocks to chocks) includes taxi, while ETE covers only the airborne portion.
What is ETA in aviation?▼
ETA stands for Estimated Time of Arrival, the predicted clock time of landing at the destination. ETA equals departure time plus ETE. Example: depart 14:30, ETE is 1 hour 45 minutes, ETA is 16:15. IFR flight plans and international operations use Zulu (UTC) time. METARs, TAFs, and ATC all reference Zulu time, so pilots frequently convert between local time and Zulu when computing ETAs for weather planning.
How do you use the E6B for time speed distance?▼
On the physical E6B, align the speed index with the groundspeed on the outer scale, then read any two of the three variables against each other: distance on the outer scale aligns with time on the inner scale. This online calculator replaces that mechanical process: select your solve mode (time, distance, or groundspeed), enter the two known values, and the third is computed instantly. The Rule of 60 result is shown alongside for mental math verification.
What is groundspeed in aviation?▼
Groundspeed is the aircraft’s actual speed relative to the ground, accounting for wind. It equals true airspeed adjusted for the wind component along the flight path. A headwind reduces groundspeed; a tailwind increases it. Groundspeed is the correct value to use for all TSD calculations because it determines how quickly you cover the route. Enter TAS instead of groundspeed and your ETE will be wrong by the full wind correction, which at cruise altitudes can easily be 15 to 30 knots.
How do you calculate groundspeed from distance and time?▼
Groundspeed (kts) equals distance (nm) divided by time (hrs). Or using minutes: groundspeed equals distance times 60 divided by time in minutes. In flight, timing between two GPS fixes or VOR radials of known distance gives actual groundspeed. Example: 18 nm covered in 9 minutes means groundspeed is 18 times 60 divided by 9 equals 120 kts. This actual groundspeed is then used to update ETAs and fuel state.
What is the difference between knots and nautical miles?▼
A nautical mile is a distance unit equal to one minute of arc of latitude, defined as exactly 1,852 meters (about 1.151 statute miles). A knot is a speed unit equal to one nautical mile per hour. An aircraft at 120 knots covers 120 nautical miles in one hour. Aviation uses these units worldwide because nautical miles correspond directly to degrees and minutes of latitude on charts, simplifying navigation. One degree of latitude equals exactly 60 nautical miles.
How do you convert knots to miles per hour?▼
One knot equals approximately 1.151 statute miles per hour. Multiply knots by 1.151 to get mph. Divide mph by 1.151 to get knots. Example: 120 knots times 1.151 equals 138.1 mph. Aviation uses knots almost universally. Some US airspace speed limits are expressed in knots (250 kts below 10,000 MSL per FAR 91.117), while a few references use statute miles per hour for specific contexts. For flight planning, always use knots and nautical miles to match charts and procedures.
What is a navlog in aviation?▼
A navlog (navigation log) is a form listing each leg of a cross-country flight with its course, magnetic heading, distance, planned groundspeed, ETE, cumulative time, fuel burn, and checkpoints. Pilots fill out navlogs during preflight planning and update them in flight. The navlog is a structured way to stay ahead of the aircraft during navigation: you know what checkpoint to expect and when, and any deviation from the plan is immediately visible. Modern EFB apps compute navlog data automatically but the underlying TSD formulas are the same ones this calculator uses.
What is dead reckoning in aviation?▼
Dead reckoning is estimating current position based on a known starting point, elapsed time, groundspeed, and heading, without external reference to navaids, GPS, or landmarks. The pilot continuously applies the TSD formula: if you were at a known fix heading 045 at 110 kts groundspeed, after 15 minutes you should be 110 times 15 divided by 60 equals 27.5 nm from that fix along the 045-degree track. Dead reckoning is tested on the FAA private pilot knowledge exam and remains important for situational awareness even with GPS.
What is the FAA private pilot TSD knowledge test question format?▼
FAA private pilot knowledge test TSD questions give any two of the three values and ask for the third. Example 1: An aircraft flies at 105 kts groundspeed for a trip of 315 nm. ETE? Answer: 315 divided by 105 equals 3.0 hours (exactly 3h 00m). Example 2: An aircraft covers 175 nm in 1 hour 25 minutes. Groundspeed? Answer: 175 divided by (85 divided by 60) equals 175 divided by 1.417 equals approximately 124 kts. The FAA allows an E6B or electronic calculator on the knowledge test.
How does wind affect time en route?▼
Wind changes groundspeed, which changes ETE. A 20-knot headwind on a 120-knot TAS aircraft reduces groundspeed to 100 knots. A 300 nm trip that would take 2 hours 30 minutes at 120 kts now takes 3 hours at 100 kts, an increase of 30 minutes and a fuel impact of approximately 4 to 5 gallons. A 20-knot tailwind increases groundspeed to 140 kts, reducing the same trip to 2 hours 8 minutes. Always obtain winds aloft forecasts from the Aviation Weather Center and compute groundspeed before finalizing your flight plan.
What is Zulu time and when do pilots use it?▼
Zulu time is Coordinated Universal Time (UTC), used in aviation worldwide to avoid time zone confusion. METARs, TAFs, PIREPs, NOTAMs, and IFR flight plans all use Zulu time. To convert US local times: Eastern Standard add 5 hours (EDT add 4), Central Standard add 6, Mountain Standard add 7, Pacific Standard add 8 (PDT add 7). The ETA field in this calculator accepts either local or Zulu time. When sharing ETAs with ATC or checking against weather products, use Zulu to avoid confusion.
What is the difference between ETE, ETA, and block time?▼
ETE (Estimated Time En Route) is airborne flight time from takeoff to touchdown. ETA (Estimated Time of Arrival) is the clock time of landing, computed as departure time plus ETE. Block time is total elapsed time from engine start (chocks off) at departure to engine shutdown (chocks on) at destination, including all taxi. Airlines use block time for scheduling and crew pay. For GA planning, ETE is typically computed and fuel planning uses the airborne portion. Add 10 to 15 minutes for taxi when planning total airport time.
How do you compute multi-leg flight ETE?▼
Compute ETE for each leg separately since each leg may have a different groundspeed due to changing winds or altitude. Sum all leg ETEs for total route ETE. The multi-leg planner on this calculator handles this automatically: enter distance and groundspeed for each leg, and the tool computes per-leg ETEs and sums to a total. For a flight with a fuel stop, add ground time at the intermediate airport (typically 30 to 45 minutes) to the flying ETE to get total block time from departure to final destination.