This article was written by the Christ Church Cathedral, Dublin, The Ringers Society, Education Committee in September 2002.

The concept of "place bells" is one of the key concepts that should be grasped before ringing Cambridge.  The idea also applies to Plain Bob, so we discuss both methods here.

Why is it advisable to learn about place bells?  There are a few reasons. 

  • It is the easiest way to learn Cambridge (arguably).
  • It makes ringing bobs and singles easy (in Plain Bob as well as Cambridge). 
  • It makes it easy for the conductor to correct you, should you go wrong. 
  • Once the idea is understood, the door is open to many other methods. 
  • Ringing methods spliced together is possible using this technique.

Before we begin, you should know what a
lead and a lead head are. In both Plain Bob and Cambridge, a lead consists of the rows between one full lead (handstroke and backstroke) of the treble and the next full lead of the treble.
To be more precise, a lead consists of the rows from (and including) the treble's backstroke lead to its handstroke lead.  For example, the first lead of Plain Bob Minimus is shown in bold:
1234
1234
1234   handstroke
1234  backstroke
2143
2413
4231
4321
3412
3142
1324  handstroke
1342   backstroke
3124
3214
….

In Plain Bob Major a lead consists of 16 rows (because the treble strikes in each position once going up and each position once coming down). In Cambridge Surprise Major a lead consists of 32 rows.  It is helpful to look at the method in your diary and check these numbers for yourself.

The first row in a lead is the row where the treble is leading at backstroke, and this row is called the
lead head.   

The last row in rounds before going into a method is the lead head for the very first lead in the method.

The last row in a lead is the row at which the treble is leading at handstroke. 

The two rows where the treble leads hand and back are commonly referred to collectively as the lead end.   (In older books, the lead head is sometimes called the lead end.)
What is important is the positions (places) of the bells at the lead head, as we now attempt to explain. 

We explain the idea by example.   Consider the start of Plain Bob Major.  You will find it helpful to have your diary out to look at the method.
Look at bell 3, and the first lead.
Bell 3 hunts out to the back, hunts down to lead and then makes seconds place.
The second lead head is 13527486.  Now, notice that bell 3 is in 2nd position for this row (it is making 2nds).  This means that bell 3 now "takes the place" of bell 2 for the next lead.  What happens is that bell 3 now rings for the second lead the very same thing that bell 2 rang in the first lead.  We say that bell 3 is now
second's place bell.  Bell 3 assumes the work of the "two" for the next lead.  Compare the paths (blue lines) of bell 3 for the second lead, and bell 2 for the first lead, and you will see that they are the same.

This is the essence of the place bells concept.  At each lead end, you "become" a certain place bell.  Which bell you become is simply determined by the position you are in at the treble's backstroke lead (the lead head).  You then ring for the following lead what that bell would have rung in the first lead.   Therefore, all you need to know is the
work of each bell during the first lead.

Instead of learning seven leads for one bell, you learn one lead for seven bells.   

As another example, bell 2 goes in to lead, then hunts to the back, then hunts towards the front and dodges 3-4 down, moving into fourth's place at the lead head and so assumes the work of the "four" i.e., bell 2 becomes fourth's place bell.  Similarly, bell 8 becomes seventh's place bell.

The very same applies to Cambridge.  It is also made up of leads.  One needs to learn what each bell does for the
first lead.  At each lead end, every bell becomes a certain place bell.   Which place bell you become is determined by your position during the lead head.  Say you are in N-th place during the leadhead, so you become N-th place bell. You then ring the work of that bell (bell N) for the next lead.  You ring the blue line that bell N would ring in the first lead.  Think of the method as being made up of leads, and at the end of each lead everybody switches around what place bell they are.

In Cambridge Major, the second lead head is 15738264.  This tells you that bell 3 (which is of course 3rd's place bell for the first lead) becomes 4th's place bell for the second lead.   Similarly, bell 2 becomes 6th's place bell for the second lead.  Everything can be deduced just by looking at the positions at the lead head.