Ackermann Steering System
Source : https://www.hotrod.com/articles/ctrp-0407-ackermann-steering-system/
Tuning Your Steering System To Reduce Drag
One of the critical elements of proper chassis alignment is the steering system. The front wheels must work together, just like the two ends of the car, so that they can produce the greatest amount of traction to turn the car. This area of chassis setup falls under the umbrella of those systems on our cars that can ruin an otherwise great setup if not designed correctly.
We have published previous stories about Ackermann, its definition and technical details about why it’s important. However, we have learned more about this important subject. We need to continually consider Ackermann and how it affects our overall chassis setup package.
What is Ackermann Effect?
Ackermann effect is a phenomenon associated with an automobile’s
steering system. A steering design that incorporates Ackermann causes
the inside (closest to the radius of the turn) wheel to turn a greater
amount than the outside wheel. We need this difference in steering angle
because the inside wheel runs on a smaller circle or arc than the
outside wheel.
Ackermann effect is named after the man, Rudolf
Ackermann, who discovered and did research and development on the
subject. Early in basic automotive design and development, engineers
discovered the need to design an exact system for steering a production
car so that each wheel tracked correctly when the car was negotiating a
turn. The ideal system would compensate for large radius turns as well
as for tight, “turn right at the stop sign,” type of smaller radius
turns.
History offers that many of the very first owners of automobiles were concerned about tearing up their circular gravel driveways, and the Ackermann designed into the car helped keep the wheels tracking correctly and reduced the primary cause of rutting in the driveways.
Do We Need Ackermann in Our Race Cars?
There have been many opinions about the use of Ackermann in our race
cars and whether it really helps. Numerous older books and articles on
the subject extol the benefits of Ackermann to help the car to turn. Are
these articles correct? The answer is yes and no. Here is why.
In
our past, going back some 30 years, the suspension and steering systems
in oval track stock cars were strictly stock units that exhibited
characteristics of the intended use-to drive around the neighborhood and
down the interstate. Converting the car to circle track racing was
beyond its original intended use. It is easy to understand why some of
the systems may not have worked well on the racetrack.
Early
crewchiefs did not understand, nor did they have the technical knowledge
to develop what we now know as a balanced setup. This is where the
suspension systems are working together and doing the same thing when
the car is in the turns. This balance makes a lot of good things happen,
such as causing all four tires to work hard and providing consistency
in the handling balance between tight and loose.
Because
most cars were not properly balanced-although some did get there
through trial-and-error guessing-the left-front tire usually did little
work. This was evidenced by several indicators: 1. cool left-front (LF)
tire temperatures compared to the left-rear (LR) tire; 2. a need for a
stiff right-front (RF) spring, as the RF corner supported most of the
front load off the car in the turns; and 3. excess RF tire wear and
heat. If the LF tire had little weight on it in the turns, then teams
learned that excess Ackermann actually helped the tire to generate more
heat and turning effort.
A drag-link system is correctly designed
with angled steering arms. The system inside the steering arms will
produce unwanted Ackermann effect, which needs to be canceled. The
result of turning the steering wheel is as follows: 1. The driver turns
the steering wheel left; 2. The drag link moves to the left; 3. The drag
link moves forward as the Pitman arm and the idler arm rotate around
fixed points; 4.
So, when we hear older, more experienced
crewchiefs tell us that using higher levels of Ackermann really helps
their race cars to turn better, we can believe them. Now that we have
learned how to properly balance the car, we do not need the excess
Ackermann in our steering systems. In fact, if we do not remove the
excess Ackermann effect, it will have a reverse effect on our handling
and actually make the car develop a push as the two front tires fight
each other to go in different directions.
When we have Ackermann
effect present in our steering design, the toe is increased. Conversely,
with Reverse Ackermann, toe is reduced when we turn the steering wheel.
There are many different static settings for frontend toe that are
dependent on the size of the racetrack, the banking angle, and the type
of tire used. Most short-track stock car teams use toe-out to stabilize
the frontend and keep it from wandering back and forth across the track.
Conventional wisdom tells us the car will need more static toe-out for
the smaller radius tracks. At racetracks of more than a half-mile, less
toe-out is required. The amount of toe-out used typically ranges from
11/416 to 11/48 inch.
Rack-And-Pinion Steering
The
rack-and-pinion steering system is designed to use straight-ahead
steering arms and produces very little Ackermann effect if both arms are
the same length. Since both wheels turn the same amount as the rack
moves back and forth, the wheels steer an equal number of degrees.
Regardless
of the amount of static toe-out you use, the toe numbers can be very
different as we turn the steering wheel. If our car gains toe when it is
steered, commonly referred to as toe-steer, then we have Ackermann
effect. If our car loses toe when it is steered, we have Reverse
Ackermann effect.
We need very little Ackermann effect in most
situations when racing on an oval track. Even on very tight quarter-mile
tracks, the LF wheel will only need an additional 11/416 inch of toe
over the RF wheel to correctly follow its smaller radius arc. That is
0.112 degrees, or a little over one tenth of a degree. You can imagine
my reaction when a racer tells me that he or she only has a couple of
degrees of Ackermann in the car. A degree of Ackermann equals 11/42 inch
of toe for an 85-inch circumference tire. So, if we have 2 degrees of
Ackermann in our steering systems, that equates to an additional inch of
toe when we turn the steering wheel. We would never think of setting an
inch of static toe in our cars and then go racing.
While this
points to the fact that we all need a correctly designed steering
system, most racers and many car builders still do not fully understand
the steering systems in their cars and how they work to produce or
cancel Ackermann.
What causes Ackermann?
There are several
ways that your car can produce Ackermann effect. The most common is by
installing the wrong spindles or other steering system components on the
car.
Over
the last few years, teams and car builders have worked hard to reduce
unsprung weight-the weight of the wheel/spindle assembly. One way to
accomplish this was to install a lighter spindle.
At first, car
builders began using smaller, compact car spindles on the stock
frontends of full-sized cars that were designed with the drag link
steering system. At the same time, custom spindles were being fabricated
for the newer design and popular rack-and-pinion steering system. These
later spindles were different in design from the stock spindles because
they had steering arms that were pointed straight ahead from the ball
joint instead of being angled in from a top view at the tie rod end like
the ones used on the drag link steering systems.
In the mid-’90s,
some car builders swapped the heavy cast-iron stock car spindles that
had been used with their stock-based drag link systems for the lighter
“rack” spindles intended to be used on the rack system. The result was a
steering system that produced excess Ackermann effect. This hurt the
turning performance on those cars.
A simple, yet accurate way to
measure Ackermann is to use a laser or string to project the alignment
of the wheel/tire out in front of the car. If you place targets in front
of the tires at a distance of exactly 10 feet from the center of the
hub, you can mark where the tires point at straight-ahead and then at
wheels-turned positions.
A
select few racers discovered the problem and corrected it with
different length steering arms. They dominated racing during that period
because their cars turned better than the competition. Today, with a
better understanding of Ackermann and the amounts needed by the cars, we
can measure our Ackermann and correctly adjust any excess toe steering
quickly and easily. Remember, no amount of chassis setup adjustment will
overcome excess Ackermann effect and the loss of front grip associated
with it.
How to Test For Ackermann Effect
Here is a simple,
easy test: First, scribe a line on each front tire around the entire
circumference at about the middle of the tread. Use a toe bar with
adjustable width pointers and measure the toe with the wheels pointed
straight ahead by measuring the front and rear width on the scribe line
and subtracting the widths.
Turn
your steering wheel the same amount as the driver would steer at
mid-turn, and then recheck your toe using the same method. You will be
able to record the true amount of gain (Ackermann) or loss (Reverse
Ackermann) in toe. Toe plates that read in degrees are not accurate
enough for this purpose and may slip as the wheels are turned.
The
use of a quality laser alignment system will do the same thing as using
strings or toe bars, only more accurately. Given the importance of
having correct toe gain from steering input, investing in a laser system
would be considered a reasonable investment that would provide a
sizable return if a problem were present and eliminated.
If
your car gains or loses toe, there are a couple of ways to correct the
situation. You can adjust the length of your steering arms to compensate
for Ackermann effect. Lengthening the left steering arm will reduce the
amount that the wheel turns, which reduces Ackermann effect. The
opposite is true for the right steering arm-we would need to shorten it
in order to reduce Ackermann. We can also change our drag link to move
the inner ends of the tie rods forward to reduce Ackermann, or rearward
to reduce Reverse Ackermann effect.
If
your spindles were not designed for your steering system, change to the
correct spindle design and possibly have some lightweight spindles
fabricated to the exact specifications as the correct spindles.
Caution:
Do not make spindle changes without knowing how the change will affect
your moment-center location. You may be making a positive change in your
steering system and a negative change in the moment-center design.
Make
sure you know how much each of your tires is steering, and balance your
setup so that both front tires are working together to steer your car. A
good-turning race car is one that will have more turning power and is
therefore more capable of running up front and winning races.
Ackermann Steering System的更多相关文章
- ROS知识(14)----局部避障的动态窗口算法(DWA)及其调试的方法
Dynamic Window Approach(DWA)是重要的局部轨迹规划算法,ROS中使用了DWA算法获得了很好的局部路径规划的效果.具体的教程可参考官方的导航调试资料Navigation Tun ...
- .Net多线程编程—System.Threading.Tasks.Parallel
System.Threading.Tasks.Parallel类提供了Parallel.Invoke,Parallel.For,Parallel.ForEach这三个静态方法. 1 Parallel. ...
- .Net Core MVC 网站开发(Ninesky) 2.2、栏目管理功能-System区域添加
在asp或asp.net中为了方便网站的结构清晰,通常把具有类似功能的页面放到一个文件夹中,用户管理功能都放在Admin文件夹下,用户功能都放在Member文件夹下,在MVC中,通常使用区域(Area ...
- .Net Core上用于代替System.Drawing的类库
目前.Net Core上没有System.Drawing这个类库,想要在.Net Core上处理图片得另辟蹊径. 微软给出了将来取代System.Drawing的方案,偏向于使用一个单独的服务端进行各 ...
- System.Guid ToString五中格式
参考:https://msdn.microsoft.com/en-us/library/97af8hh4.aspx 测试代码: using System; using System.Collectio ...
- System进程(pid=4)占用80端口的解决方案
问题 Mail服务器在安装TFS服务(含SQLServer2016)后启动不了网页服务. 排查问题 使用命令查看端口占用情况 netstat -nao | find ":80" n ...
- -Dmaven.multiModuleProjectDirectory system property is not set. Check $M2_HO 解决办法
最近在使用maven,项目测试的时候出现了这么一个错.-Dmaven.multiModuleProjectDirectory system property is not set. Check $M2 ...
- .Net使用system.Security.Cryptography.RNGCryptoServiceProvider类与System.Random类生成随机数
.Net中我们通常使用Random类生成随机数,在一些场景下,我却发现Random生成的随机数并不可靠,在下面的例子中我们通过循环随机生成10个随机数: ; i < ; i++) { Rando ...
- .net正则表达式大全(.net 的 System.Text.RegularExpressions.Regex.Match()方法使用)
正则表达式的本质是使用一系列特殊字符模式,来表示某一类字符串.正则表达式无疑是处理文本最有力的工具,而.NET的System.dll类库提供的System.Text.RegularExpression ...
随机推荐
- Fiddler抓包工具介绍
Fiddler官网 https://www.telerik.com/download/fiddler Fiddler原理 当你打开Fiddler工具的时候你会发现你浏览器的代理服务器被添加了127.0 ...
- .net解决大文件断点续传
以ASP.NET Core WebAPI 作后端 API ,用 Vue 构建前端页面,用 Axios 从前端访问后端 API ,包括文件的上传和下载. 准备文件上传的API #region 文件上传 ...
- WinDbg常用命令系列---.write_cmd_hist (写命令历史记录)
.write_cmd_hist 简介 .write_cmd_hist命令将调试器命令窗口的整个历史记录写入文件. 使用形式 .write_cmd_hist Filename 参数 Filename指定 ...
- 前端微信小程序云开发基础讲解
什么是云开发 云开发与传统模式的对比 云开发能力介绍云开发对小程序开发的变革 云开发是微信团队联合腾讯云提供的原生serverless云服务,致力于帮助更多的开发者快速实现小程序业务的开发,快速迭代. ...
- GDOI2018 小学生图论题 [NTT]
并没有传送门qwq 思路 首先要知道一个结论(或者说是一个套路):一个竞赛图缩点之后必定是一条链. 那么强联通分量的个数,就是这条链的边数+1. 考虑一条边什么时候会出现:当且仅当点集可以被分成\(S ...
- GoCN每日新闻(2019-10-11)
GoCN每日新闻(2019-10-11) GoCN每日新闻(2019-10-11) 1. golang 将数据库转换为gorm结构 https://studygolang.com/articles/2 ...
- docker不能正常使用cron任务
基于centos7的docker不能正常使用cron任务问题 修改docker centos7镜像对应的容器的/etc/pam.d/crond文件 把required 修改成sufficient,如下 ...
- HAProxy+Keepalived高可用负载均衡
一 基础准备 1.1 部署环境及说明 系统OS:CentOS 6.8 64位 HAProxy软件:HA-Proxy version 1.5.18 Keepalived软件:keepalived-1.3 ...
- Monkey框架(测试方法篇) - monkey测试实例
一.常规的稳定性测试 测试背景: 这是一个海外的合作项目,被测程序是Android应用(App).测试希望通过Monkey来模拟用户长时间的随机操作,检查被测应用是否会出现异常(应用崩溃或者无响应). ...
- IOC注解方式1.0
在spring4之后,想要使用注解形式,必须得要引入aop的包 在配置文件当中,还得要引入一个context约束 <?xml version="1.0" encoding=& ...