If you are running a video rental store, then whether or not your children eat depends very much on a video appearing in as many reservations as possible.
In your example, RESERVATION
is a weak entity which relies on both the FK to CUSTOMER
and the FK to VIDEO
in addition to a further attribute, perhaps date
, to comprise its primary key.
It is not possible for a M:N relationship to be supporting for a weak entity (although the intersection table which resolves a M:N relationship can be a weak entity). This is because a supporting relationship needs to be to a particular entity object. A set of entity objects can't identify something in relational algebra.
It is possible for a 1:1 relationship to be supporting for a weak entity, although this would be rare "in the wild". I could imagine it coming up in the context of situations that would typically be 1:M, but where there is a business rule that restricts the child to one at a time.
The General Advice:
When you are starting off learning how to model databases, one of the most important rules of thumb is: Every tangible thing that matters to your system is probably an entity type.
This is a really good place to start with any logical database design. If you spend some time up front thinking about what kind of things matter to your system, then you're going to come up with a solid foundation on which to build your system. The things your organization cares about will change much less frequently than the business processes and rules your organization uses to deal with those things. That is why a solid data model is so important.
Another important rule of thumb is: Normalize your data model by default and only denormalize when you have a (really) good reason to. This is especially true for a transactional system. Reporting systems and data warehouses are a different story.
The Specific Answers:
Cardinality: If you think about it, it is easily the case that a car could have never been serviced (by your shop). Therefore a minimum cardinality of zero is very plausible. On the other hand, by the time the vehicle matters to your system it may well be because it has had its first service - so a minimum cardinality of one is also plausible. You need to think about what the business rule is for your organization and model accordingly. I would think, for example, that a car dealership would have lots of cars in its system that haven't been serviced by the dealership yet, whereas a muffler shop wouldn't care about cars it hasn't serviced.
Service Items: You asked:
Also, a service involves parts, labor, and consumable.
How would you model this? As a separate entity? Or in the service
entity or part of the relation (intersection entity) between car and
service ?
Let's consider an intersection entity between car and service... You could potentially use such an intersection to store details about the service, like how much labour, which parts, and consumables were used.
However, using an intersection implies a many-to-many between cars and services, but you've already stated that each service is for (exactly?) one car. Using an intersection entity to track service item details would mean your model isn't properly normalized.
Consider this model as an alternative:
In this model each service is for one vehicle, but each service can have many instances of labour, parts and consumables. This model follows the first rule of thumb I mentioned and makes an entity type out of each tangible thing the system cares about. This might be a good first stab at a logical model.
One of the issues with the above model is that it doesn't handle one aspect of how your system is likely to want to use the data, at least not very well. One of the most important reasons for tracking all of this data in your system at all is so that you can print off an itemized service invoice. That means that a service line item is itself a thing which is important to your system. If you take that into consideration, you might end up with something more like this:
Notice in this second alternative SERVICE_LINE_ITEM
is recognized as an entity type. It is an intersection between SERVICE
and the generic line item type: SKU
. A SKU is a supertype entity that could be a part, a consumable or some kind of labour. You don't need to have a logical supertype for service line item types, but a lot of systems would be modeled this way because it makes the transactional detail much simpler.
This second model introduces abstract entities over and above the concrete entities of the first model. Introduction of abstractions like this is one of the things that tends to happen as you move from an initial logical model, based mostly on tangible things to a physical model.
As you gain experience with data modeling, you'll get good instincts for moving past the conceptual/logical model stage directly to a well structured physical model.
Best Answer
It should be based on logic. You should be able to express constraints in natural language. ERDs are great only if you already grok how to automatically verbalize diagrams. If not yet, then use plain text editor, it is better and more powerful than ERD.
For this example, starting with two predicates
ctype {TYP}
course {CRS}
here are a few options based on constraints:
For each course, that course is of exactly one course type;
for each course type, more than one course may be of that type.
For each course, that course may be of more than one course type;
for each course type, exactly one course is of that type.
For each course, that course is of exactly one course type;
for each course type, exactly one course is of that type.
For each course, that course is of at most one course type;
for each course type, more than one course may be of that type.
For each course, that course may be of more than one course type;
for each course type, more than one course may be of that type.
For each course, that course may be of more than one course type;
for each course type, at most one course is of that type.
For each course, that course is of at most one course type;
for each course type, at most one course is of that type.
Note:
In general, the constraint is verbalized as:
For each A, that A
{is | may be}
of{exactly one | more than one | at most one}
B;for each B,
{exactly one | more than one | at most one}
A{is | may be}
of that B.