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Gunnery and Aiming

Gunnery and Aiming

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Revision as of 17:56, 17 August 2020Revision as of 03:05, 17 April 2021
8 intermediate revisions by 5 users not shown
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 | French and Italian BBs || R x 9.8 + 66 | French and Italian BBs || R x 9.8 + 66
 |- |-
?| Russian BBs || R x 11.9 + 33+| Russian BBs || R x 11.8 + 35
 |- |-
 | CA/CL || R x 6.9 + 33 | CA/CL || R x 6.9 + 33
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 For patch 0.4.1, WG has decreased the close-range (i.e. below 4km) dispersion values for all ships. For patch 0.4.1, WG has decreased the close-range (i.e. below 4km) dispersion values for all ships.
?{{#gw_breadcrumbs: Ship}}+ 
  
 === Sigma === === Sigma ===
  
?Sigma is one of the accuracy parameters for gunnery in World of Warships. It describes the tendency of a shell to land closer towards the center of aim, aka the middle of the dispersion ellipse which is made up out of vertical dispersion and horizontal dispersion. The higher the Sigma is, the more likely the shells are to land closer towards the center.+Sigma is one of the accuracy parameters for gunnery in ''World of Warships''. It describes the tendency of a shell to land closer towards the center of aim, aka the middle of the dispersion ellipse described by 'vertical dispersion' and 'horizontal dispersion'. The higher the Sigma value, the more likely the shells are to land closer to the center.
  
 The graphic below showcases a high sigma (blue) and an average sigma (red) and their respective distribution of shells on the horizontal axis. The dotted line is the normal distribution generated from these results. Note that those values have been gathered by players in training rooms and are thus not 100% accurate, however they do demonstrate roughly how sigma works. The graphic below showcases a high sigma (blue) and an average sigma (red) and their respective distribution of shells on the horizontal axis. The dotted line is the normal distribution generated from these results. Note that those values have been gathered by players in training rooms and are thus not 100% accurate, however they do demonstrate roughly how sigma works.
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 |- align="center" |- align="center"
 ! width="100pt" | IJN !! width="50pt" | Sigma !! width="100pt" | USN !! width="50pt" | Sigma !! width="100pt" | KM !! width="50pt" | Sigma !! width="100pt" | RN !! width="50pt" | Sigma !! width="100pt" | MN !! width="50pt" | Sigma !! width="100pt" | VMF !! width="50pt" | Sigma ! width="100pt" | IJN !! width="50pt" | Sigma !! width="100pt" | USN !! width="50pt" | Sigma !! width="100pt" | KM !! width="50pt" | Sigma !! width="100pt" | RN !! width="50pt" | Sigma !! width="100pt" | MN !! width="50pt" | Sigma !! width="100pt" | VMF !! width="50pt" | Sigma
 +!! width="100pt" | RM !! width="50pt" | Sigma
 |- align="center" |- align="center"
?| [[Kawachi]] || 1.8 || [[South Carolina]] || 1.9 || [[Nassau]] || 1.8 || [[Bellerophon]] || 1.8 || [[Turenne]] || 1.8 || [[Knyaz Suvorov]] || 1.5+| [[Kawachi]] || 1.8 || [[South Carolina]] || 1.9 || [[Nassau]] || 1.8 || [[Bellerophon]] || 1.8 || [[Turenne]] || 1.8 || [[Knyaz Suvorov]] || 1.5 || [[Dante Alighieri]] || 1.5
 |- align="center" |- align="center"
?| [[Myogi]] || 2.0 || [[Wyoming]] || 1.5 || [[Kaiser]] || 1.8 || [[Orion]] || 1.6 || [[Courbet]] || 1.8 || [[Gangut]] || 1.4+| [[Myogi]] || 2.0 || [[Wyoming]] || 1.5 || [[Kaiser]] || 1.8 || [[Orion]] || 1.6 || [[Courbet]] || 1.8 || [[Gangut]] || 1.4 || [[Conte di Cavour]] || 1.6
 |- align="center" |- align="center"
?| [[Kongo]] || 1.8 || [[New York]] || 1.8 || [[König]] || 1.8 || [[Iron Duke]] || 1.8 || [[Bretagne]] || 1.8 || [[Pyotr Velikiy]] || 1.7+| [[Kongo]] || 1.8 || [[New York]] || 1.8 || [[König]] || 1.8 || [[Iron Duke]] || 1.8 || [[Bretagne]] || 1.8 || [[Pyotr Velikiy]] || 1.7 || [[Andrea Doria]] || 1.6
 |- align="center" |- align="center"
?| [[Fuso]] || 1.5 || [[New Mexico]]|| 1.5 || [[Bayern]] || 1.8 || [[Queen Elizabeth]] || 2.0 || [[Normandie]] || 1.6 || [[Izmail]] || 1.6+| [[Fuso]] || 1.5 || [[New Mexico]]|| 1.5 || [[Bayern]] || 1.8 || [[Queen Elizabeth]] || 2.0 || [[Normandie]] || 1.6 || [[Izmail]] || 1.6 || [[Francesco Caracciolo]] || 1.6
 |- align="center" |- align="center"
?| [[Nagato]] || 2.0 || [[Colorado]] || 2.0 || [[Gneisenau]] || 1.8 || [[King George V]] || 1.8 || [[Lyon]] || 1.5 || [[Sinop]] || 1.5+| [[Nagato]] || 2.0 || [[Colorado]] || 2.0 || [[Gneisenau]] || 1.8 || [[King George V]] || 1.8 || [[Lyon]] || 1.5 || [[Sinop]] || 1.5 || [[Vittorio Veneto]] || 1.6
 |- align="center" |- align="center"
?| [[Amagi]] || 1.8 || [[North Carolina]] || 2.0 || [[Bismarck]] || 1.8 || [[Monarch]] || 1.8 || [[Richelieu]] || 1.8 || [[Vladivostok]] || 1.6+| [[Amagi]] || 1.8 || [[North Carolina]]/ [[Kansas]] || 2.0/1.7 || [[Bismarck]] || 1.8 || [[Monarch]] || 1.8 || [[Richelieu]] || 1.8 || [[Vladivostok]] || 1.6 || [[Lepanto]] || 1.6
 |- align="center" |- align="center"
?| [[Izumo]] || 2.0 || [[Iowa]] || 1.9 || [[Friedrich der Große]] || 1.8 || [[Lion]] || 1.8 || [[Alsace]] || 1.6 || [[Sovetsky Soyuz]] || 1.7+| [[Izumo]] || 2.0 || [[Iowa]]/[[Minnesota]] || 1.9/1.8 || [[Friedrich der Große]] || 1.8 || [[Lion]] || 1.8 || [[Alsace]] || 1.6 || [[Sovetsky Soyuz]] || 1.7 || [[Cristoforo Colombo]] || 1.5
 |- align="center" |- align="center"
?| [[Yamato]] || 2.1 || [[Montana]] || 1.9 || [[Großer Kurfürst]] || 1.8 || [[Conqueror]] || 1.8 || [[Republique]] || 2.0 || [[Kreml]] || 1.8+| [[Yamato]] || 2.1 || [[Montana]]/[[Vermont]] || 1.9/1.95 || [[Großer Kurfürst]] || 1.8 || [[Conqueror]] || 1.8 || [[Republique]] || 2.0 || [[Kreml]] || 1.8 || ||
 |} |}
  
Line 208:Line 209:
 | [[Ishizuchi]] || 2.0 || [[Texas]] || 1.8 || [[Prinz Eitel Friedrich]] || 2.0 || [[Warspite]] || 2.0 || [[Gascogne]] || 1.9 || [[Oktyabrskaya Revolutsiya]] || 1.8 || [[Roma]] || 1.8 || || || || | [[Ishizuchi]] || 2.0 || [[Texas]] || 1.8 || [[Prinz Eitel Friedrich]] || 2.0 || [[Warspite]] || 2.0 || [[Gascogne]] || 1.9 || [[Oktyabrskaya Revolutsiya]] || 1.8 || [[Roma]] || 1.8 || || || ||
 |- align="center" |- align="center"
?| [[Mutsu]] || 1.8 || [[Arizona]] || 1.8 || [[Scharnhorst]] || 2.0 || [[Duke of York]] || 1.8 || [[Champagne]] || 2.0 || [[Poltava]] || 1.7 || || || || || ||+| [[Mutsu]] || 1.8 || [[Arizona]] || 1.8 || [[Scharnhorst]] || 2.0 || [[Duke of York]] || 1.8 || [[Champagne]] || 2.0 || [[Poltava]] || 1.7 || [[AL Littorio]] || 1.8 || || || ||
 |- align="center" |- align="center"
?| [[Ashitaka]] || 1.8 || [[W. Virginia 1941]] || 1.8 || [[Tirpitz]] || 1.8 || [[Hood]] || 1.9 || [[Jean Bart]] || 1.9 || [[Lenin]] || 1.7 || || || || || ||+| [[Ashitaka]] || 1.8 || [[W. Virginia 1941]] || 1.8 || [[Tirpitz]] || 1.8 || [[Hood]] || 1.9 || [[Jean Bart]] || 1.9 || [[Lenin]] || 1.7 || [[Marco Polo]] || 1.8 || || || ||
 |- align="center" |- align="center"
 | [[Kii]] || 1.7 || [[California]] || 1.9 || [[Odin]] || 2.0 || [[Nelson]] || 1.9 || [[Bourgogne]] || 1.8 || [[AL Sov. Rossiya]] || 1.8 || || || || || || | [[Kii]] || 1.7 || [[California]] || 1.9 || [[Odin]] || 2.0 || [[Nelson]] || 1.9 || [[Bourgogne]] || 1.8 || [[AL Sov. Rossiya]] || 1.8 || || || || || ||

Revision as of 03:05, 17 April 2021

Aiming in World of Warships is an essential part of gameplay. As one will notice during their first matches there are numerous things that need to be considered, as shells require time to travel from the gun barrel to their point of impact and that often the shell will not land where one aimed.

Leading a target

As most targets will be moving when being fired at and due to the time required for the shell to travel, the player has to aim at a point in which ideally both the target and the shell will arrive at the same time to score a hit. This required knowledge on two pieces of information: How long does the shell travel and how fast is the target going?

Shell travel time

Control section of the Settings, the selector for the Alternative Battle Interface Mode being highlighted.
Detail_Reticle.jpg

The time required for a shell to travel can be seen beneath the crosshair. When clicking the Alt-key three values will appear beneath the horizontal line of the scope. The value to the left will describe the flight needed by the currently loaded shell after being fired before it impacts at the aiming point. As those values only appear when clicking the Alt-key it is recommended to activate the Full Alternative Battle Interface in the settings as visualized, which will result in the additional information being displayed at all times. Note that shells fired from different guns will require different flight times, and that in some cases the shell flight time is affected by the currently loaded ammunition on a ship (for example the AP shell of Baltimore flies slower than its HE shell).

Target speed

Determining the speed and direction of the target requires the observation of the target. The easiest way is to watch the smokestacks and the way the smoke is leaving the ship. Beneath is an example picture of a Dallas moving in front of the crosshair. As is visible, the smoke from the smokestacks is curved towards the rear of the ship, or from the observer's perspective to the right. From that it can be concluded that the Dallas is moving forward, or from our viewpoint to the left. In order to hit the Dallas the crosshair must be placed in front of the target.

Example_Shot_For_Speed_Determination.jpg

Important to note is that the own speed during firing has no impact on the accuracy or flight of the shells. No matter if the player is currently sitting perfectly still or maneuvering drastically, the aiming procedure does not change.

Crosshair

Crosshair_Selection.jpg

As preferences regarding the crosshair and the dependence on it vary depending on each player, there is a set of crosshairs that a player can choose from at any time. Those can be found in the Settings under Controls, and will open a seperate menu demonstrating each crosshair giving the player a chance to evaluate each one before picking. The types of crosshairs available vary depending on how they are laid out, how they scale and in some cases how many lines they provide for aiming.

Accuracy

Illustration of artillery dispersion

However perfectly a naval gun on a stationary ship may be laying, successive rounds will not impact on a single point but will fall in a pattern scattered both in deflection and in range. This phenomenon is called dispersion and, irrespective of human and constant error, it is caused by multiple inherent factors: minor variations in the weight of the projectile, differences in the rate of ignition of the propellant, variations in the temperature of the bore from round to round, physical limitations of precision in setting values of deflection and quadrant elevation on the respective scales, minor variations in wind, air density or air pressure, and so on.

Shell dispersion

Dispersion values for main caliber guns are displayed in port

Observing the position of the surface bursts around our point of aim, we find that they fall into a roughly elliptical area in relation to the line of fire. An ellipse constructed around the dispersion area is called the dispersion ellipse. Every time a player orders his main caliber guns to fire, the game engine constructs a 2-D ellipse around the point of aim, and does so independently for each salvo fired. A double-click will fire all guns in one salvo with one dispersion ellipse, sequential fire will construct dispersion ellipse for each turret salvo separately. This ellipse has a certain length and width values, which are dependent on the characteristics of the gun. The dispersion value displayed in port is the horizontal length of the dispersion ellipse at the maximum fire range, i.e. a value that describes the lateral distribution of the shells relative to the player's ship.

ShipDispersion.jpg

Shell impacts within the dispersion ellipse are not uniformly distributed over the surface, but lie more thickly towards the center of aim. The intensity with which the shells fall in different points of the area of dispersion, can be described by a Gaussian (normal) distribution. The in-port value describes dispersion in terms of one probable error, i.e. it gives a value where 50% of the fired shells will land around the point of aim. This has been confirmed by experiments conducted by the players. Port dispersion value (red bar in the graph below) is the standard deviation (green bar) of shell hits across the horizontal axis of the dispersion ellipse:

Fuso_max_range_Dispersion.jpeg

If the shooting distance is below the maximum range, the horizontal dispersion value decreases accordingly. Horizontal dispersion values at distances other than maximum firing range, as well as the vertical dispersion values have not been made public by WarGaming. However, based on the user collected data we know lines of tech tree ships are tied to specific formulas to determine horizontal dispersion. The graph below shows the dispersion curves for each ship in the game, followed by it's table and the formulas used.


dispersion curves 7.11
Range in Km Japanese(IJN) Battleships(BB) American, British and German BBs French and Italian BBs Heavy/Light Cruisers (CA/CL) Destroyers, IJN CA, misc. Graf Spee and non-IJN large cruisers Warspite, Hood, Vanguard, Ohio Mikasa Azuma and Yoshino
1 91 70 76 40 23 56 61 77 25
2 98 80 86 47 30 65 72 84 34
3 106 90 95 54 38 73 82 92 44
4 113 100 105 61 45 82 92 100 53
5 120 110 115 68 53 90 103 108 63
6 127 120 125 74 60 98 113 115 72
7 134 130 135 81 68 107 123 123 82
8 142 140 144 88 75 115 133 131 91
9 149 150 154 95 83 124 144 138 101
10 156 160 164 102 90 132 154 146 110
11 163 170 174 109 98 140 164 154 120
12 170 180 184 116 105 149 175 161 129
13 178 190 193 123 113 157 185 169 139
14 185 200 203 130 120 166 195 177 148
15 192 210 213 137 128 174 206 185 158
16 199 220 223 143 135 182 216 192 167
17 206 230 233 150 143 191 226 200 177
18 214 240 242 157 150 199 236 208 186
19 221 250 252 164 158 208 247 215 196
20 228 260 262 171 165 216 257 223 205
21 235 270 272 178 173 224 267 231 215
Ship(s) Formulas
IJN BBs Range (R) x 7.2 + 84
American, British and German BBs R x 10 + 60
French and Italian BBs R x 9.8 + 66
Russian BBs R x 11.8 + 35
CA/CL R x 6.9 + 33
Destroyers and IJN CAs R x 7.5 + 15
Graf Spee and non-IJN large cruisers R x 8.4 + 48
Queen Elizabeth, Warspite, Hood, Vanguard and Ohio R x 10.3 +51
Mikasa R x 7.7 + 69
Azuma and Yoshino R x 9.5 + 15
Slava R x 5 + 105
*Chikuma, Albany, Aurora, Atlanta, Smolensk, Colbert R x 7.5 + 15
*Georgia, Thunderer R x 8.4 + 48
*Mogami mounted with the 155mm guns R x 6.9 + 33
*Nikolai I, Oktyabrskaya and Kronstadt R x 10 + 60
*These sections are exceptions and replicate other dispersion formulas.


Dispersion values are same for HE and AP shells of the same gun. The player's gun dispersion value can be modified by player's equipment and by enemy's camouflage. Gun Fire Control System Modification 2 decreases the area of the shell dispersion ellipse by 7%. Additionally, WarGaming has indicated that not acquiring the target with the X button increases dispersion by an unspecified amount.


For patch 0.4.1, WG has decreased the close-range (i.e. below 4km) dispersion values for all ships.


Sigma

Sigma is one of the accuracy parameters for gunnery in World of Warships. It describes the tendency of a shell to land closer towards the center of aim, aka the middle of the dispersion ellipse described by 'vertical dispersion' and 'horizontal dispersion'. The higher the Sigma value, the more likely the shells are to land closer to the center.

The graphic below showcases a high sigma (blue) and an average sigma (red) and their respective distribution of shells on the horizontal axis. The dotted line is the normal distribution generated from these results. Note that those values have been gathered by players in training rooms and are thus not 100% accurate, however they do demonstrate roughly how sigma works.

Sigma.png


Sigma parameters are mostly uniform for destroyers and cruisers, but vary drastically for the battleships. The following tables are as of 0.8.6. Clones and duplicates will not be listed twice, for them refer to the original ship (e.g. for ARP Myoko refer to Myoko). The cruiser table will only give the default sigma values and then list the exceptions. If a ship is not an exception, it will have the default sigma value (e.g. Mogami is not an exception, and will thus have a 2.0 sigma as a Tier VIII cruiser).

Destroyers of all tiers and nations have a sigma of 2.0.

Sigma values of the cruisers in WoWs
Ship Sigma
Tier I to Tier VIII cruisers 2.0
Tier IX and Tier X cruisers 2.05
Atlanta 1.7
Flint 1.7
Admiral Graf Spee 1.9
Colbert 2.0
Smolensk 2.0
Cheshire 2.05
AL Montpelier 2.15
Puerto Rico 2.2
Stalingrad 2.65
Sigma values of the tech tree battleships in WoWs
IJN Sigma USN Sigma KM Sigma RN Sigma MN Sigma VMF Sigma RM Sigma
Kawachi 1.8 South Carolina 1.9 Nassau 1.8 Bellerophon 1.8 Turenne 1.8 Knyaz Suvorov 1.5 Dante Alighieri 1.5
Myogi 2.0 Wyoming 1.5 Kaiser 1.8 Orion 1.6 Courbet 1.8 Gangut 1.4 Conte di Cavour 1.6
Kongo 1.8 New York 1.8 König 1.8 Iron Duke 1.8 Bretagne 1.8 Pyotr Velikiy 1.7 Andrea Doria 1.6
Fuso 1.5 New Mexico 1.5 Bayern 1.8 Queen Elizabeth 2.0 Normandie 1.6 Izmail 1.6 Francesco Caracciolo 1.6
Nagato 2.0 Colorado 2.0 Gneisenau 1.8 King George V 1.8 Lyon 1.5 Sinop 1.5 Vittorio Veneto 1.6
Amagi 1.8 North Carolina/ Kansas 2.0/1.7 Bismarck 1.8 Monarch 1.8 Richelieu 1.8 Vladivostok 1.6 Lepanto 1.6
Izumo 2.0 Iowa/Minnesota 1.9/1.8 Friedrich der Große 1.8 Lion 1.8 Alsace 1.6 Sovetsky Soyuz 1.7 Cristoforo Colombo 1.5
Yamato 2.1 Montana/Vermont 1.9/1.95 Großer Kurfürst 1.8 Conqueror 1.8 Republique 2.0 Kreml 1.8
Sigma values of the premium battleships in WoWs
IJN Sigma USN Sigma KM Sigma RN Sigma MN Sigma VMF Sigma RM Sigma EU Sigma PA Sigma
Mikasa 1.8 Arkansas Beta 1.5 König Albert 1.8 Dreadnought 1.8 Dunkerque 1.7 Imperator Nikolai I 2.0 Giulio Cesare 1.9 Viribus Unitis 1.8 Bajie 2.1
Ishizuchi 2.0 Texas 1.8 Prinz Eitel Friedrich 2.0 Warspite 2.0 Gascogne 1.9 Oktyabrskaya Revolutsiya 1.8 Roma 1.8
Mutsu 1.8 Arizona 1.8 Scharnhorst 2.0 Duke of York 1.8 Champagne 2.0 Poltava 1.7 AL Littorio 1.8
Ashitaka 1.8 W. Virginia 1941 1.8 Tirpitz 1.8 Hood 1.9 Jean Bart 1.9 Lenin 1.7 Marco Polo 1.8
Kii 1.7 California 1.9 Odin 2.0 Nelson 1.9 Bourgogne 1.8 AL Sov. Rossiya 1.8
Ignis Purgatio/Ragnarok 1.9 Alabama 1.9 Vanguard 2.0
Musashi 1.8 Massachusetts 1.7 Thunderer 1.9
Shikishima 2.1 Missouri 1.9
Georgia 1.8
Ohio 2.0