Operating systems
Page fault
Prashanth L.A.
2023-09-25
Lecture 23 (contd)
So far
Paging
- too slow: use TLB
- too big: use multi-level PT
What
happens if pages, or even the page tables don’t fit in memory?
- When does this occur?
- one program with tons of data
- many programs sharing memory
Require an
additional level in the memory hierarchy
- OS needs a place to stash away portions of address space that
currently aren’t in great demand
- Solution: use hard disk drive
The crux
How can the OS make use of a larger, slower device to transparently provide the illusion of a large virtual address space?
Swap Space
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- Page may be in memory or on disk
- OS needs to track this and
- may have to get the disk address of a given page
(How?)
Page table entry
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- Other
- valid and protection: Not needed for today’s
discussion
- present P:
- if \(P=1\), page is in
memory, else on disk
- if \(P=0\), can use PFN. What
to use it for?
- Page Fault: Accessing a page that is not in
physical memory
- OS has to bring the page back from swap space to service the page
fault. Done by OSPFH
- Why doesn’t hardware handle page faults?
What If Memory Is Full ?
- The OS like to page out pages to make room for the new pages the OS
is about to bring in
- The process of picking a page to kick out, or replace is known as
page-replacement policy
- Are all pages equally easy to replace?
New Control Flow
Try to fetch instruction@VA
- extract VPN
- Check TLB for VPN
- TLB hit
- get PFN+offset \(\Rightarrow\)
Fetch PA
- TLB miss: calculate PTE address \(PA_{PTE}\)
- Fetch \(PA_{PTE}\)
- if present and accessible, get PFN, insert in TLB and retry
- else raise PAGE FAULT exception
New Control Flow (again)
VPN = (VirtualAddress & VPN_MASK) >> SHIFT
TLB hit
(Success, TlbEntry) = TLB_Lookup(VPN)
if (Success == True)
if (CanAccess(TlbEntry.ProtectBits) == True)
Offset = VirtualAddress & OFFSET_MASK
PhysAddr = (TlbEntry.PFN << SHIFT) | Offset
Register = AccessMemory(PhysAddr)
else
RaiseException(PROTECTION_FAULT)
TLB miss
else
PTEAddr = PTBR + (VPN * sizeof(PTE))
PTE = AccessMemory(PTEAddr)
if (PTE.Valid == False)
RaiseException(SEGMENTATION_FAULT)
else
if (CanAccess(PTE.ProtectBits) == False)
RaiseException(PROTECTION_FAULT)
else if (PTE.Present == True)
// assuming hardware-managed TLB
TLB_Insert(VPN, PTE.PFN, PTE.ProtectBits) RetryInstruction()
else if (PTE.Present == False)
RaiseException(PAGE_FAULT)
Page Fault Control Flow – Software
PFN = FindFreePhysicalPage() // no free page found
if (PFN == -1) // run replacement algorithm
PFN = EvictPage()
DiskRead(PTE.DiskAddr, pfn) // sleep (waiting for I/O)
PTE.present = True // update page table with present
PTE.PFN = PFN // bit and translation (PFN)
RetryInstruction()
- The OS must find a physical frame for the soon-be-faulted-in page to
reside within
- If there is no such page, waiting for the replacement algorithm to
run and kick some pages out of memory
When to replace
Option 1: Wait until memory is entirely full
- There are many reasons for the OS to keep a small portion of memory
free more proactively (What reasons?)
Option 2: Let Daemons free things up
- Two watermarks: HW and LW
- If there are fewer than LW pages available, Page
Daemon background thread runs
- Page daemon evicts pages until there are HW pages
available
Lecture 24
Replacement policy
- Deciding which page to evict is the replacement policy
- Similar to cache management
- Replacement policy goal: minimize the number of cache misses
- Metric: average memory access time (AMAT) \[AMAT = T_M +(P_{Miss} \times T_D)\]
Example
- 4KB, with 256-byte pages \(\Rightarrow\) 4-bit VPN and 8-bit
offset
- Number of virtual pages: 16
- A mem ref sequence
0x000, 0x100, 0x200, 0x300, 0x400, 0x500, 0x600, 0x700, 0x800, 0x900
- Suppose page 3 isn’t in memory
- Hit rate: ?
- \(T_M=100ns\) and \(T_D=10ms\)
- AMAT: \(100ns + 0.1 ·
10ms=1.001ms\)
- With \(99.9\)% hit rate, AMAT=\(10.1\)microsecs
- Miss rate dominates AMAT
Optimal Replacement Policy
- Replaces the page that will be accessed furthest in the
future
- Least # of misses
- Useful for comparison; not practical
Example with cache size 3
Access stream: \(0, 1, 2, 0, 1, 3, 0, 3, 1,
2, 1\)
0 |
Miss |
|
0 |
1 |
Miss |
|
0,1 |
2 |
Miss |
|
0,1,2 |
0 |
Hit |
|
0,1,2 |
1 |
Hit |
|
0,1,2 |
3 |
Miss |
2 |
0,1,3 |
0 |
Hit |
|
0,1,3 |
3 |
Hit |
|
0,1,3 |
1 |
Hit |
|
0,1,3 |
2 |
Miss |
3 |
0,1,2 |
1 |
Hit |
|
0,1,2 |
Hit rate\(=\frac{6}{6+5}=0.545\)
Policy 1: FIFO
- Put pages on a queue, replace from the tail
- It is simple to implement, but can’t determine the importance of
blocks
Example
0 |
Miss |
|
0 |
1 |
Miss |
|
0,1 |
2 |
Miss |
|
0,1,2 |
0 |
Hit |
|
0,1,2 |
1 |
Hit |
|
0,1,2 |
3 |
Miss |
0 |
1,2,3 |
0 |
Miss |
1 |
2,3,0 |
3 |
Hit |
|
2,3,0 |
1 |
Miss |
|
3,0,1 |
2 |
Miss |
3 |
0,1,2 |
1 |
Hit |
|
0,1,2 |
Hit rate\(=\frac{4}{4+7}=0.364\)
Belady’s anomaly
How does the cache hit rate change when moving from a cache size of 3 to 4 pages?
With FIFO, it may increase
Try the memory stream: \(1, 2, 3, 4, 1, 2,
5, 1, 2, 3, 4, 5\)
Policy 2: Random
- Picks a random page to replace under memory pressure
Sample run
0 |
Miss |
|
0 |
1 |
Miss |
|
0,1 |
2 |
Miss |
|
0,1,2 |
0 |
Hit |
|
0,1,2 |
1 |
Hit |
|
0,1,2 |
3 |
Miss |
0 |
1,2,3 |
0 |
Miss |
1 |
2,3,0 |
3 |
Hit |
|
2,3,0 |
1 |
Miss |
3 |
2,0,1 |
2 |
Hit |
|
2,0,1 |
1 |
Hit |
|
2,0,1 |
Hit rate\(=\frac{5}{5+6}=0.454\)
Using History
recency |
If a page has been accessed recently, it should not
be replaced |
LRU |
frequency |
If a page has been accessed many times, it should not
be replaced |
LFU |
LRU example
0 |
Miss |
|
0 |
1 |
Miss |
|
0,1 |
2 |
Miss |
|
0,1,2 |
0 |
Hit |
|
1,2,0 |
1 |
Hit |
|
2,0,1 |
3 |
Miss |
2 |
0,1,3 |
0 |
Hit |
|
1,3,0 |
3 |
Hit |
|
1,0,3 |
1 |
Hit |
|
0,3,1 |
2 |
Miss |
0 |
3,1,2 |
1 |
Hit |
|
3,2,1 |
Hit rate\(=\frac{6}{6+5}=0.545\)
Lecture 25
Workload 1: No-Locality
- Each reference is to a random page within a set of \(100\) pages
- Overall, 10,000 pages are accessed
No-locality workload
|
Remarks
|
|
- It doesn’t matter much which realistic policy you are using if
- when there is no locality
- when the cache is large enough to fit the entire
workload
|
Workload 2: 80-20
- 80% of the references are to 20% of the pages (hot
ones)
- Overall, 10,000 pages are accessed
80-20 workload
|
Remarks
|
|
- LRU does better
- but, optimal is optimal
|
Workload 3: Looping sequential
- Refer to 50 pages in a loop
- From 0 to 49 and back
- Total 10000 accesses
Looping sequential workload
|
Remarks
|
|
- LRU and FIFO do worse
- Random fares better
|
Implementing LRU
- To keep track of which pages have been least-and-recently used, the
system has to do some accounting work on every memory
reference
- Require some HW support, in the form of a use bit
- Upon every page access, the use bit is set by HW to 1
- After running for a while, can differentiate which pages are
in use.
- Is this enough?
- No OS must clear use bits periodically
Clock Algorithm
- All pages in a circular list
- A clock hand points to some page
if(use=1)
clear (use=0)
inc clock
else
replace this page
Simulation results
|
Remark
|
|
Clock algorithm doesn’t do as well as perfect LRU, it does better then
algos that don’t consider history at all
|
Clock algorithm variant with a dirty bit
- If a page has been modified and is thus dirty, it
must be written back to disk to replace it
- If not, replacement is free
- HW includes a dirty bit
- The clock algorithm could scan
- for pages that are both unused and clean to evict first;
- failing to find those, then for unused pages that are dirty;
etc.
Page Selection Policy
The OS has to decide when to bring a page into memory
Demand paging
- OS brings the page into memory when it is accessed, on
demand
Prefetching
- OS could guess that a page is about to be used, and thus bring it in
ahead of time;
- Example, if a code page P is brought into memory, that code page P
+1 will likely soon be accessed and thus should be brought into memory
too.
Thrashing
Problem
- Memory is over committed (demands of current processes exceeds
available mem)
Solution
- Admission control: kill some processes
- Buy more memory