P4L4. Datacenter Technologies Flashcards

1
Q

What is a functionally homogeneous architecture?

A

All nodes execute any possible step in processing for any request.

+ keeps front-end simple (doesn’t have to track which node can do which type of action)
- little opportunity to benefit from caching

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2
Q

What is functionally heterogeneous architecture?

A

Nodes execute some specific step in request processing for some request types.

+ can take advantage of locality and caching

  • more complex front-end (needs to know which node can service request)
  • more complex management (when a node fails or traffic increases we have to know what kind of machines to add and how to configure them)…it’s easy to end up with hotspots that create backlogs
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3
Q

What is the traditional approach to scaling resources? Pros/Cons

A

Buy and configure resources. Determine capacity based on expected demand (peak)

Pros
?

Cons
When demand exceeds capacity we
- drop requests
- lost opportunity

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4
Q

What is the cloud approach to scaling resources? Pros/Cons?

A

+ capacity scales elastically with demand
+ scaling is instantaneous, both up and down
+ cost is proportional to demand and revenue opportunity
+ all of this happens automatically
+ can access anytime, anywhere

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5
Q

What are the four cloud deployment models?

A

Public
- third party customers/tenants

Private
- leverage technology internally

Hybrid (public + private)
- failover, dealing with spikes, testing

Community
- used by certain type of users

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6
Q

What are the requirements for the cloud?

A
  1. “fungible” resources
  2. elastic, dynamic resource allocation methods
  3. scale: management at scale, scalable resource allocations
  4. dealing with failures
  5. multi-tenancy: performance & isolation
  6. security
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7
Q

How to calculate the probability of a system failure?

A

Probability of a single component NOT failing:

(1-p)

Probability of none of the components failing:

(1-p)^n

System failure probability:

1 - [(1-p)^n] (and * 100 for % value)

Variables:
p = failure probability of a single component
n = number of components

1 - [(1-p)^n] (* 100 for %).

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